Answer:
Mass and volume
Explanation:
A bus covers 200m in 5 second.Calculate its speed.
‼️‼️EMERGENCY ITS DUE SOON‼️‼️
A box weighing 2000N is sliding across a cement floor. The force pushing the box is 500N, and the coefficient of sliding friction between the box and the floor is 0.20. What is the acceleration of the box? 
Answer:
1.96m/s^2
Explanation:
According to Newtons second law;
F = ma
a = F/m
a = nR/m
a = nmg/m
a = ng
n is he coefficient of friction = 0.2
g = 9.8m/s^2
a = 0.2 * 9.8
a = 1.96m/s^2
Hence the acceleration of the box is 1.96m/s^2
Carbon dioxide in the blood is removed from the body through the A. kidneys B. lungs C. mouth D. skin
Answer:
C) MouthExplanation:
When we inhale air, it contains oxygen. The lungs take in oxygen and the heart and the other body parts use it.Carbon dioxide is removed from the blood mouth when we exhale.If a light ray travels from air into glass that has a refractive index of 1.6, and the incident light ray makes an angle with the normal that's 31 degrees, what angle will the transmitted ray make with the normal? Enter your answer using two significant figures. Enter the number only, not the units, which should be degrees. 19 Question 2 Incident Ray Normal Medium 1 Medium 2 Refracted Ray 1 pts What angle will the reflected light ray make relative to the normal, in the previous problem? Enter your answer using two significant figures. Enter the number only, not the units, which should be degrees.
Using Snell's law, we can find the angle the transmitted ray will make with the normal:
\(n1sin(theta1) = n2sin(theta2)\)
Where \(n1\) is the refractive index of the incident medium (air), \(theta1\) is the angle the incident ray makes with the normal, \(n2\) is the refractive index of the second medium (glass), and \(theta2\) is the angle the transmitted ray makes with the normal.
Plugging in the given values, we get:\((1.00)(sin(31)) = (1.6)(sin(theta2))\)
Solving for \(theta2\), we get:\(theta2 = sin^(-1)((1.00)*(sin(31))/(1.6)) = 19 degrees (rounded to two significant figures)\)
To find the angle the reflected ray makes with the normal, we can use the fact that the angle of incidence is equal to the angle of reflection:\(theta1 = theta_r\)
where \(theta_r\) is the angle the reflected ray makes with the normal.
Plugging in the given value of \(theta1\), we get:\(theta_r\) = 31 degrees15 POINTS PLZ HELP
please look at the images below
Answer:
A incresing speading up
Explanation:
a uniformly charged rod with length and line charge density is bent to form one quadrant of a circle. what is the magntiude of the electric field at the center of the circle?
Let's consider a uniformly charged rod with length "l" and line charge density "λ." A quadrant of a circle with radius "R" is formed by bending the rod. We have to find out the magnitude of the electric field at the center of the circle. Let's assume that the arc is made up of n sections.
For small segments of the arc, we can assume the electric field is constant and perpendicular to the segments. Hence, we can treat each segment as a point charge with the amount of charge given by dq = λ × ds. Here, "ds" is the small length of the arc segment, and "λ" is the line charge density. The distance from each segment to the center of the arc is equal to R.
Let's find out the magnitude of the electric field at the center of the circle by using the formula;
E = ∫ dE
The formula for the electric field due to a point charge q at a distance r is:
E = k × (q / r²)
Here, k is Coulomb's constant, which is equal to 9 × 10⁹ Nm²/C².So, we can write the equation for dE as;d
E = k × dq / r² Now, let's substitute the value of "dq" into the above equation;
dE = k × λ × ds / R² For a quadrant of a circle, we have a total length of πR/2. If we divide the arc into n sections, each section will have a length of (πR/2) / n. Hence, we can write the total electric field at the center as;
E = ∑ dE
= k × λ × (∑ ds / R²)
= k × λ × (∑ (πR/2) / n × R²)
= (kλπR) / (2n)
As we know, the line charge density (λ) = q/l. So, we can rewrite the above equation as:
E = (kqπR) / (2nl)
Therefore, the magnitude of the electric field at the center of the circle is given by; E = (kqπR) / (2nl)
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an exploding charge applies 4000N of force on a 0.025kg bullet as it moves down a 0.5m long horizontal barrel. how much energy does the bullet have when it leaves the barrel?
The energy the bullet have when it leaves the barrel is 2000 J
How to determine the energy.The energy of the bullet when it leaves the barrel can be obtained as illustrated below:
Force (F) = 4000 NDistance (d) = 0.5 mEnergy (E) = ?Energy is defined as the ability to do work.
Energy (E) = Work (W)
Work (W) = force (F) × distance (d)
W = Fd
Thus,
E = W = Fd
E = 4000 × 0.5
E = 2000 J
From the above calculation, we can conclude that the energy of the bullet is 2000 J
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What is the maximum amount of human weight
Answer:
AN average heavy weight is 175 pounds. The heaviest weight ever recorded though was 1,400 pounds, or 635 kilograms.
What do MRI and ultrasound have in common as diagnostic imaging techniques? Check all that apply.
Are these correct for 6 and 7?
The velocity to time graph of the robots can be used to calculate the displacement and distance traveled by the robot.
6) The magnitude of the displacement of the robot for the entire time interval shown is (ii) greater in Case B
7) The rank of the distance traveled during the intervals is as follows;
\(\begin{vmatrix}D| &A | &C | &B | &E| &F \\\end{vmatrix}\)
What is a velocity time graph?A velocity time graph describes the changes in the motion of a straight moving object
6) The displacement is given by the area under the velocity time graph.
The area is obtained by drawing a vertical line at the tip of the graph of the velocity to time of each of the robots
The area of a triangle = 0.5 × Base length × Height
The time interval in Case A is the same as the time interval in Case B which is taken as t
The time at which the velocity of the robot is 0 in figure (i) is approximately 0.5·t
The initial velocity in Case A = -v
The final velocity = v
The area under the curve in Case A, which gives the displacement is therefore;
Displacement in Case (A) = 0.5 × 0.5·t × (-v) + 0.5 × 0.5·t × (v) = 0
The magnitude of the initial velocity of the robot in Case B is half the magnitude of the final velocity of the robot
Similarly, the time at which the velocity of the robot in Case B is 0 is a third of the total time of motion
The displacement of the robot in Case B is therefore;
Displacement = 0.5 × (1/3)·t × (0.5·v) + 0.5 × (2/3)·t × (-v) = -0.25·v·t
The magnitude of the displacement in Case B = |-0.25·v·t| = 0.25·v·t > 0
The magnitude of the displacement in Case B is > The magnitude of the displacement in Case A
The correct option is therefore (ii) greater in Case B
7) The distance traveled is given by the area bounded by the curve as follows;
A. Shape of region bounded by the graph = Rectangle
Initial velocity = Constant = -1 unit
Time of travel = 5 unit
Area = -1 × 5 = -5 units
B. Shape of graph = Triangle
Initial velocity = 1.5 units
The final velocity = 0
Change in velocity = 1.5 - 0 = 1.5
The time = 5 unit
Area = 0.5 × 5 × 1.5 = 3.75
The distance = 3.75 units
C. Starting velocity = -1.7 units
The final velocity = 0
Change in velocity = -1.7
Time = 5 units
Distance ≈ 0.5 × 5 × -1.7 = -4.25
D. Shape of graph = Rectangle
Initial velocity ≈ 1.7 units (Constant)
Time = 5 units
Distance = 5 × 1.7 = 8.5
E. Shape of graph = Two congruent triangles
Initial velocity = -1 unit
Time it takes to increase to a velocity of 0 = 2.5·t
Final velocity = 1 unit
Time it takes to increase to from a velocity of 0 to a velocity of 1 = 2.5 units
Distance = Sum of the area of the two triangles
Displacement = 0.5 × 2.5 × -1 + 0.5 × 2.5 × 1 = 0
Distance = 0.5 × 2.5 × 1 + 0.5 × 2.5 × 1 = 2.5
F. Shape of area bounded by the graph = Positive triangle
Height of the triangle = 1 unit
Base length of the triangle = 5 units
Area of the triangle = Distance = 0.5 × 5 × 1 = 2.5
The rank of the distance travelled during the intervals is therefore;
D(8.5), A(-5), C(-4.25), B(3.75), E(2.5), F(2.5)
The distance is a measure of the motion of the robot such that the forward and backward motion are added together
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how is this possible
Answer: I'm sorry what's wrong with your money
Explanation:
Answer: LOL YO I HAVE 5K IN GROUP FUNDS
Explanation:
Which other subatomic particle has the same mass as a neutron
Answer:
.................... protons :)
Answer:
protons
The two subatomic particles that have the same mass are protons and neutrons.
The laws of reflection holds for__
a) plane mirrors. b) spherical mirrors.
c)both. d) None of them.
Answer:
c)both
Explanation:
The laws of reflection hold true for all the reflecting surfaces either spherical or plane. Therefore, the plane mirror, concave mirror and the convex mirror all will follow the laws of reflection.
Answer:
It holds for only plane mirrors
It states that the angle of incidence is equal to the angle of reflection.
This is only possible in plane mirrors only
the ultraviolet radiations in the stratosphere are absorbed by:
The ultraviolet (UV) radiations in the stratosphere are primarily absorbed by a layer of gas called the ozone layer.
The ozone (O3) molecules in the ozone layer have the ability to absorb UV radiation, particularly in the UV-C and most of the UV-B regions of the electromagnetic spectrum. When UV radiation interacts with ozone molecules, it can cause the breaking and reformation of ozone bonds, resulting in the absorption of UV energy.
This absorption process is important because it prevents a significant amount of UV radiation from reaching the Earth's surface. It acts as a protective shield against harmful UV rays that can have detrimental effects on living organisms, including increased risk of skin cancer, cataracts, and damage to marine ecosystems.
It's important to note that not all UV radiation is absorbed by the ozone layer. Some UV-B and a majority of UV-A radiation reach the Earth's surface, but they are less harmful compared to the shorter wavelength UV-C radiation that is almost entirely absorbed by the ozone layer.
Hence, The ultraviolet (UV) radiations in the stratosphere are primarily absorbed by a layer of gas called the ozone layer.
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A ball is thrown vertically down from the edge of a cliff with a speed of 4 m/s,
how high is the cliff, if it took 12 s for the ball to reach the ground?
On March 17, 2019 Chloe Cunliffe, a senior high school student from West Seattle High
School, vaulted 4.48 m to earn the position of top female athlete in the United States.
If Chloe weighed 49 kilograms on the day of the jump, what was her maximum
potential energy?
On March 17, 2019 Chloe Cunliffe, a senior high school student from West Seattle High School, vaulted 4.48 m to earn the position of top female athlete in the United States. If Chloe weighed 49 kilograms on the day of the jump, her maximum potential energy was (P)= 2.15 kJ.
What is Energy?Energy is a physical term that means a object of mass m how much work have been done on it. It called the energy. It can be measured by Joule.
How can we calculate the energy?To calculate the energy we are using the formula,
P=mgh
Here we are given,
m= The mass of the body. = 49 kg.
g= The acceleration due to gravity. = 9.8 m/s²
h= The height of the jump. = 4.48 m
Now we have to calculate the potential energy of the body = PJ.
Now we put the values in above equation,
P=mgh
or, P= 49*9.8*4.48
Or, P=2,151.296 J
Or, P=2.151 kJ
So we can say that, If Chloe weighed 49 kilograms on the day of the jump, her maximum potential energy was (P)= 2.15 kJ.
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If two waves in the same space interfere completely constructively, which of
the following occurs?
A. The amplitude decreases.
OB. The amplitude increases.
OC. The wave speed decreases.
OD. The wahe speed increases
If two waves in the same space interfere completely constructively, the amplitude increases.
What is amplitude of a wave?
It is the maximum displacement moved by the wave from its point of equilibrium.
The constructive interference in the two waves occurs when both the waves come together and this results in them being in phase with each other. This means that the oscillation at the given point are in the same direction and due to this the resulting amplitude is larger than the amplitude of the particular wave. Constructive interference can produce a significant increase in the amplitude. For example: if 100 waves of equal amplitude interfere constructively, then the amplitude is 100 times more than the actual amplitude of the wave.
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Consider the mixed aldol condensation reaction of 1-(methylcyclohexy)(phenyl)methanone (shown below) and propionaldehyde (shown below) in the presence of sodium hydroxide.Provide the expected major MIXED aldol product for this reaction (answer could be in E or Z form)
The given problem involves predicting the major mixed aldol product of a condensation reaction between 1-(methylcyclohexy)(phenyl)methanone and propionaldehyde in the presence of sodium hydroxide. The product could be in either E or Z form, which refers to the stereochemistry of the product.
To solve the problem, we need to understand the mechanism of aldol condensation and the factors that determine the stereochemistry of the product. In general, aldol condensation involves the reaction of an aldehyde or ketone with an enolate ion, which is formed by treating a ketone or aldehyde with a strong base.In this specific case, we are dealing with a mixed aldol reaction, which involves the reaction of two different carbonyl compounds.
The product of the reaction will depend on the relative reactivity of the two carbonyl compounds and the stereochemistry of the product.By considering the structures of the reactants and the mechanism of the reaction, we can predict the major mixed aldol product and its stereochemistry. The final answer is a specific chemical structure that represents the major product of the reaction.Overall, the problem involves applying the principles of organic chemistry and the mechanism of aldol condensation to predict the major mixed aldol product of a specific reaction. It also requires an understanding of stereochemistry and how it can be predicted based on the reactants and reaction conditions.
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A system is designed to pool an input pin every 50 ms. What is the minimum, maximum, and average latency that should be seen by the system over time?
Latency refers to the delay between an input signal being sent and the response of the system to the input signal. It's frequently used to measure the time it takes for a data packet to traverse a network. It can also be used to measure the time it takes for a hardware or software system to process input and respond to it. To solve the given question, we need to know the input and output details of the system and the frequency of input signal polling.
So, given that a system is designed to pool an input pin every 50 ms, and the minimum, maximum, and average latency that should be seen by the system over time. To solve for minimum latency, we can assume that the system responds immediately upon polling the input pin. Therefore, the minimum latency is the time taken to poll the input pin, which is 50 ms. For maximum latency, we can assume that the system does not respond to the input signal at all until the next time it is polled. As a result, the maximum latency is 100 ms, which is two polling periods.
Finally, to calculate the average latency, we must add the minimum and maximum latencies and divide by 2. This gives us: Minimum latency = 50 ms Maximum latency = 100 ms Average latency = (50 ms + 100 ms) / 2 = 75 ms Therefore, the minimum latency is 50 ms, the maximum latency is 100 ms, and the average latency is 75 ms.
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(01. 05 MC)
Lessons Assessments Gradebook Email 36 Tools ▾
A witness states that a suspect contacted them on a specific phone app. Unfortunately, the app is no longer showing on the suspect's phone. How
would a forensic expert confirm the witness's testimony?
OUse Disk Drill to recover files
O Examine deleted browser history
The testimony cannot be confirmed
My Courses
OUse Cellebrite to pull deleted applications
Answer:
use disk drill to recover files
Explanation:
You are ask to bring a cylindrical rod of length 45cm and diameter of 4.53cm to a mechanic. what is the weight of the aluminum rod if the density is 3.7*10^3kg/m^3
26.676 × 10³ kg is the weight of the aluminum rod.
To calculate specific weight:Given:
Length of cylindrical rod (h) = 45 cm
Diameter of a cylindrical rod = 4.53 cm
Radius of a cylindrical rod (r) = 2.3 cm
The density = 3.7*10^3kg/m^3
Volume of a cylindrical rod = πr²h
= 3.14× (2.3)² × 45
= 747.89 cm
= 7.4789 m
To find weight ;
ρ = \(\frac{Mass}{Volume}\) ; ρ = Density
Mass = ρ × Volume
= 3.7 × 7.48 × 10³
=27.676 × 10³ kg
Therefore, the weight of the aluminum rod is 27.676 × 10³ kg.
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A delivery truck with 2.0m -high aluminum sides is driving west at 50km/hr in a region where the earth's magnetic field is B= (5.0 x 10^-5 T, north)
a. What is the potential difference between the top and the bottom of the truck's side panels? E= ____ V
The possible potential difference between the truck's top and bottom side panels is 1.39 x 10^-4 V.
The potential difference between two points in an electric circuit is given by the product of the magnetic field, the cross-sectional area of the conductor, and the component of velocity perpendicular to the magnetic field.
The potential difference between the top and bottom of the truck's side panels can be calculated using the following formula:
V = Blv
Where:
V = potential difference (V)
B = magnetic field (T)
l = length of conductor (m)
v = velocity of conductor perpendicular to the magnetic field (m/s)
Given that the magnetic field is B = (5.0 x 10^-5 T, north) and the truck is moving west at 50 km/hr = 13.89 m/s, the potential difference between the top and bottom of the truck's side panels can be calculated as:
V = Blv = (5.0 x 10^-5 T) * (2.0 m) * (13.89 m/s) = 1.39 x 10^-4 V
It is important to note that the magnetic field is pointing north and the truck is moving west, so the velocity of the truck is perpendicular to the magnetic field, which means that the potential difference is not zero. Also, it is important to note that the velocity of the truck is given in km/hr and needs to be converted to m/s before using it in the equation.
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Which of the following best represents a chemical reaction?
A. Products + reactants
B. Products → reactants
C. Reactants
products
D. Reactants → products
Answer:
The answer to your question should be D.
Explanation:
reactants are on the laft side of arrow and products are on right side of arrow
The option that best represents a chemical reaction is Reactants → products. Thus, the correct option for this question is D.
What is a Chemical reaction?A chemical reaction may be defined as a methodology through which one or more substances that are also called reactants, are significantly transformed into one or more different substances which are known as products.
The involvement of these reactants and products are either chemical elements or compounds. The mass of the chemical reaction remains the same but the state of matter may be altered. Some chemical reactions also involved the utilization of catalysts in order to proceed with the reaction fast by lowering its activation energy.
Therefore, reactants → products is an option that best represents a chemical reaction. Thus, the correct option for this question is D.
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what is the temperature in ∘f at the triple point of carbon dioxide?
Answer:
The triple point for carbon dioxide is -70°F (-57ºC) at 5.2 atm.
Explanation:
5.2 atm is 5.2 times the air pressure at sea level, the reason why this is included is because liquid CO² cannot exist below 5.2 atm, as if it were lower it would evaporate due to submilation.
Although the temperature of the triple point of carbon dioxide is -70°F (-57ºC), the pressure present is around 5. 2 atmospheres.
What states of matter can carbon dioxide adopt?Carbon dioxide can adopt all three states of matter - solid, liquid, and gas - at a precise configuration of pressure and temperature. The triple point is a precise state in which the three phases exist simultaneously and are in balance.
If the triple point conditions are not obeyed, carbon dioxide may go through changes in its physical state, such as transforming into a gas or a liquid, which will be determined by fluctuations in temperature and pressure.
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Please answer!
Ocean waves are hitting the seashore at a rate of 15 Hz. The distance between two successive crests is 3 m. Calculate the speed of the ocean waves. (note: crest/s = 1 Hz)
\( \sf \nu \: = \lambda \times \upsilon\)
λ = Wavelength [Given = 3 m]υ = Frequency [Given = 15 Hz]ν = Speed [To find]\( \sf \nu = 3 \times 15\)
\( \sf \nu \: = 45 \: m/s\)
➪The speed of ocean waves is 45 m/s...~
Determine whether the series is convergent or divergent. 1 + 7n Σ 57 n = 1 convergent divergent If it is convergent, find its sum. (If the quantity diverges, enter DIVERGES.) 7 4
The given series, 1 + 7n Σ 57 n = 1, is divergent because the terms in the series continue to increase without bounds, the sum of the series also increases indefinitely.
To determine the convergence or divergence of the series, we can analyze its behaviour as n approaches infinity. The series can be written as Σ(1 + 7n*57) for n = 1 to infinity. By simplifying the expression, we have Σ(399n + 1) for n = 1 to infinity.
As n increases, the summand of the series grows linearly with a coefficient of 399. Since the coefficient is nonzero and positive, the series will diverge. This means that the sum of the series will not approach a finite value as n tends to infinity.
Therefore, the given series is divergent, and we cannot find its sum. It is important to note that a divergent series does not have a finite sum. Therefore, the sum of the given series is "DIVERGES."
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the extension in a spring was 0.86cm when a mass of 20g was hunged from it.If Hooke's law is obeyed, what is the extension when the mass hunged is 30g
Answer: The extension of the spring when a mass of 30g is hung from it is approximately 1.29 cm.
Explanation: Hooke's Law states that the extension of a spring is directly proportional to the force applied to it, as long as the elastic limit of the spring is not exceeded. The formula for Hooke's Law is:
F = k * x
Where: F is the force applied to the spring k is the spring constant (a measure of the stiffness of the spring) x is the extension of the spring
To find the extension when a mass of 30g is hung from the spring, we need to determine the spring constant first. We can use the given information to calculate it.
Given: Mass = 20g Extension = 0.86cm = 0.86/100 = 0.0086m (converting cm to meters)
We know that weight (force) is equal to mass times acceleration due to gravity:
F = m * g
Where: F is the force (weight) m is the mass g is the acceleration due to gravity (approximately 9.8 m/s²)
Substituting the given values:
F = (20g) * (9.8 m/s²) = 0.02kg * 9.8 m/s² = 0.196 N
Now we can calculate the spring constant:
0.196 N = k * 0.0086 m
k = 0.196 N / 0.0086 m ≈ 22.79 N/m
With the spring constant determined, we can now calculate the extension when a mass of 30g is hung from the spring:
Mass = 30g Weight = (30g) * (9.8 m/s²) = 0.03kg * 9.8 m/s² = 0.294 N
Using Hooke's Law:
0.294 N = (22.79 N/m) * x
Solving for x:
x = 0.294 N / 22.79 N/m ≈ 0.0129 m
Converting the result to centimeters:
x ≈ 0.0129 m * 100 = 1.29 cm
Therefore, the extension of the spring when a mass of 30g is hung from it is approximately 1.29 cm.
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In practice, darkness, various weather conditions, maintenance, and the angle of the Sun limit the production of each photovoltaic cell to about 15% efficiency. Assuming the photovoltaic cells you are using to power your cabin operate at 15% efficiency, how many would you need to meet your electrical needs
Photovoltaic cells are the best way to generate renewable energy and meet electrical needs. However, in practice, many factors limit their efficiency. These factors include darkness, various weather conditions, maintenance, and the angle of the Sun. Each photovoltaic cell can produce up to 15% efficiency.
Hence to meet the electrical needs of a cabin, it is essential to calculate the number of photovoltaic cells required.The efficiency of each photovoltaic cell is 15%. Therefore, 100/15 = 6.66 solar panels would be required to meet the electrical needs of the cabin. However, this is an estimated value and depends on various factors such as the cabin's location, power consumption, weather conditions, etc.
To accurately determine the number of photovoltaic cells required, it is essential to perform an energy audit of the cabin. An energy audit helps determine the cabin's energy consumption and identifies energy-saving opportunities. The energy audit also considers the cabin's location and weather conditions, which helps to accurately determine the number of photovoltaic cells required.
In conclusion, if the photovoltaic cells operate at 15% efficiency, 6.66 solar panels would be required to meet the electrical needs of the cabin. However, to determine the accurate number of photovoltaic cells required, an energy audit is necessary. The audit considers the cabin's energy consumption, location, and weather conditions, which helps to accurately calculate the number of photovoltaic cells required.
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The coefficient of friction between the wheels of Yamaha motorcycle and the dry pavement is 0.88. An animal walks out into the road, causing a motorcyclist to slam on the brakes. The wheels stop turning, but the tires skid along the road, causing intense friction and heat.
Determine the magnitude (positive) of the acceleration which the 196-kg motorcycle experiences while skidding to a stop. The mass includes the rider.
Answer: ____ m/s/s (or m/s^2)
To determine the magnitude of the acceleration of the motorcycle, we need to know the force of friction acting on the wheels. The force of friction is equal to the coefficient of friction multiplied by the normal force acting on the wheels, which is equal to the weight of the motorcycle and rider. The weight of the motorcycle and rider can be calculated by multiplying the mass by the acceleration due to gravity (9.8 m/s^2). So, the force of friction acting on the wheels of the motorcycle is equal to 0.88 * 196 kg * 9.8 m/s^2 = 1661.28 N.
The acceleration of the motorcycle is equal to the force of friction divided by the mass of the motorcycle and rider. So, the acceleration of the motorcycle is equal to 1661.28 N / 196 kg = 8.45 m/s^2.
Answer: 8.45 m/s^2
This is a worksheet on position-time & velocity-time graph.
Please answer this, I will mark for brainless for an accurate answer.
Answer like this:
1. …
2. …
So on so forth, thank you!