You push forward on a car with a force of 150 N, but the car does not move. What is the net force on the car?

Answer:

The time it took for the car to stop, given an acceleration of -5.00 m/s^2 and a distance of 15.0 m, is approximately 2.45 seconds.

The subject of this question is physics, more specifically the concept of acceleration. Given the car's acceleration is -5.00 m/s^2 (negative because it is slowing down) and it traveled a distance of 15.0 m, we can use the equation of motion to find the time it took for the car to stop. The equation that suits this situation best is d = ut + 0.5at^2. In this case, the initial velocity (u) is what we need to find first.

Assuming that the acceleration was constant, we can apply the third equation of motion:  

v^2 = u^2 + 2as  

We have v (final velocity) = 0 m/s (since the car stops), a = -5.00 m/s^2, and s = 15.0 m. Solving this equation for u (initial velocity) gives u = sqrt(v^2 - 2as) = sqrt(0 - 2 * -5 * 15) = sqrt(150) = ~12.25 m/s. Using this initial velocity value, we can now find the time it took for the car to stop using the first equation of motion (v = u + at). We know v = 0, u = ~12.25 m/s, and a = -5.00 m/s^2. Solving this for time (t), we have t = (v - u) / a = (0 - 12.25) / -5 = ~2.45 seconds.

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Answer:

B.An electromagnetic field interacts with charged particles.

Explanation:

As we know that electromagnetic field is the combination of electric field and magnetic field both.

If the electric field or magnetic will interact with charge particle then due to interaction of charge particles with the field there is force on the charge particle which is given as

for electric field

[tex]F = qE[/tex]

for magnetic field

[tex]F = q(v \times B)[/tex]

so in both cases the charge particle will have interaction with magnetic field or electric field

so correct answer would be

B.An electromagnetic field interacts with charged particles.

Electromagnetic force occurs when an electromagnetic field interacts with charged particles. The correct option is (B).

When charged particles interact with an electromagnetic field, electromagnetic force results. Along with gravity, the weak nuclear force, and the strong nuclear force, this force is one of the four fundamental forces of nature.

Electric charges or electric currents cause an electromagnetic field to form. When charged particles, such as electrons or protons, are near an electromagnetic field, the interaction between their charge and the field causes them to feel a force.

The electromagnetic force is given by:
F = q(E + v×B)

Many commonplace phenomena and technology applications are fundamentally influenced by electromagnetic force. It is in charge of numerous electromagnetic phenomena, including interactions between charged particles, electrical circuit behavior, the creation of magnetic fields, and many more.

Hence, electromagnetic force occurs when an electromagnetic field interacts with charged particles. The correct option is (B).

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The equation that is applicable to this problem is expressed as 

p = γmu 

where p is the relativistic momentum, m is equal to the proton mass and u is the speed of proton. γ is equal to 1/√(1 - u²/c²) where c is the speed of light. 

Another equation to determine p fully is to use this relativistic equation:
E = γmc² 

where E is the total kinetic energy including the gamma energy.

We are given with E = 2.7 × 10^(-10) J and from a proton’s data, mc^2 = 938.27201 MeV. Using the conversion from MeV to J which is 1 eV = 1.60218 * 10^(-19) J, we compute for γ

γ=E/mc^2 =2.7 × 10^(-10) J / 938.27201x10^6 eV *(1.60218 * 10^(-19) J/eV) = 1.80

we use this number to determine u from the second equation γ = 1/√(1 - u²/c²)

we square both sides and cross multiply, resulting to
γ² (1 - u²/c²) = 1 

u²/c² = (γ² -1)/γ² 

u = c/y sq rt of (γ² -1)

u = 0.83

Substituting eventually to the first equation, we get

p = γmu 

p = 1.80 * 1.67262 * 10^(-27) kg * 0.83 * 2.99792 * 10^8 m/s 

p = 7.481 * 10^(-19) kg.m/s

Answer: all colors

.......

To determine how high a baseball goes and how long it is in the air when hit straight up, we use kinematic equations. The maximum height is given by the formula h = V_i^2 / (2g), and the total time in the air is calculated by t = (2V_i) / g.

A baseball hit straight up into the air with a speed of 22 m/s undergoes uniform accelerated motion due to gravity, which is -9.81 m/s2. To determine how high the baseball goes, we use the kinematic equation h = Vi2 / (2g), where Vi is the initial velocity and g is the acceleration due to gravity. Substituting 22 m/s for Vi and 9.81 m/s2 for g, we can calculate the maximum height the ball reaches.

For part (b), calculating how long the baseball is in the air, we use the kinematic equation t = (2Vi) / g, considering the ball has to go up and then come down, doubling the time it takes to reach the maximum height (as the initial speed going up is the same as the final speed coming down, just with opposite signs).

These equations and methods apply similarly to all projectile motion problems and are useful to address multiple exercises including the determination of initial velocity, time in the air, and maximum height in various scenarios such as a ball kicked with initial components, the range of projectiles, the work done by air resistance, and more.

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The speed limit most typically enforced at uncontrolled railroad crossings in the U.S when visibility of 400 feet in both directions isn't available is 15 mph. This may change according to specific state regulations so drivers must be aware of local laws regarding this.

The subject of this question lies within traffic law, more specifically related to railway crossing safety. Traffic regulations often mandate certain behaviors in the interest of maintaining safety, particularly around railway crossings. Although the question does not provide a specific speed limit, given context, I can tell you most states in the U.S stipulate that when motorists are unable to see 400 feet in both directions at an uncontrolled railroad crossing, they should reduce their speed to 15 mph.

However, these laws may vary by region, it is crucial that drivers familiarize themselves with local traffic regulations, always obey posted limits, and show prudence while approaching a railroad crossing.

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Slow-moving vehicles should not travel on expressways or roads with a speed limit greater than 45 mph and they should utilize the rightmost lane on divided highways.

Slow-moving vehicles are generally prohibited from traveling on expressways or on roadways with a minimum posted speed limit greater than 45 miles per hour. This ensures safety as slow-moving vehicles can create dangerous situations if the flow of traffic is substantially faster. On divided highways, there is typically more than one lane for each direction of travel. Slow-moving vehicles are advised to use the rightmost lane, often referred to as the slow lane. This is because the left lane is usually reserved for faster vehicles and passing. Drivers in right lanes at slower speeds have an easier time allowing faster vehicles, which generally use left lanes, to pass safely.

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Resistance is directly propotional to the length of the wire. It is denoted by R. By shortening the wire the value of resistance is decreased in the wire.

The flow of current is due to the flow of charge in the wire. Resistance causes an opposition force in the flow of the current due to which the flow of current got reduced.

Hence resistance is inversly propotional to the value of the flow of current.

If the length of the wire, the cross-sectional area of the wire, and resistivity of the material are known, the resistance of the wire may be computed as follows:

[tex]\rm R=\frac{\rho l}{A}[/tex]

R is the resistance,

is the wire's resistivity

L is the wire's length

A is the area of a crosssection of the wire.

From the above formula, we get the resistance is directly propotional to the length of the wire.

Hence by shortening the wire the value of resistance is decreased in the wire.

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Answer:

its d

Explanation:

The bridge surface can freeze before adjoining road surfaces do because of the difference in heat transfer. The bridge loses heat faster due to exposure to the cold air from above and below, while the roads are insulated by the ground.

The reason why a bridge surface can freeze before adjoining road surfaces do is due to the difference in heat transfer.

When it is cold outside, the bridge surface is exposed to the cold air from above and below, causing it to lose heat rapidly. On the other hand, the adjoining road surfaces are in contact with the ground, which acts as an insulator and slows down the heat loss.

As a result, the bridge surface reaches the freezing temperature faster than the adjoining road surfaces, leading to the formation of ice on the bridge while the roads remain clear.

Final answer:

To find the force holding a spring stretched at 11 cm, the spring constant is first calculated using the work done to stretch the spring. The spring constant is found to be approximately 330.58 N/m. The force is then calculated as 36.36 N.

Explanation:

The question relates to calculating the force that holds a spring stretched at a particular distance, given the work done to stretch the spring. The work to stretch (or compress) a Hooke's law spring by a displacement x  is 0.5kx², where k is the spring constant, and x is the displacement. We know that 2 joules of work is done to stretch the spring 11 cm; we can use this information to calculate the spring constant and then find the force.

First, we convert 11 cm to meters by dividing by 100 to get 0.11 meters. Then, rearrange the spring work formula to solve for k:
W = 1/2 k x^2
2 = 1/2 k (0.11)^2
k = (2 * 2) / (0.11)^2
k = 4 / 0.0121
k = approximately 330.58 N/m

Once we have the spring constant, we can calculate the force that the spring exerts when stretched 11 cm:

F = k x
F = 330.58 N/m * 0.11 m
F = 36.36 N

Therefore, the force that holds the spring stretched at 11 cm is 36.36 N.

Answer:

Crust and Upper Mantle

Explanation:

I am just so smart

To answer this problem, we have to define the two energies, Potential and Kinetic Energy.

Initially when the child is at rest at 52.1 cm, the potential energy PE is at its highest.

PE = m g h

Where,

m = total mass = 14.8 kg + 1.30 kg = 16.10 kg

g = gravitational acceleration = 9.8 m /s^2

 h = height = 52.1 cm = 0.521 m

Computing for PE:

PE = 16.10 * 9.8 * 0.521

PE = 82.29 N

As the swing moves past its lowest point h = 0, then all PE is converted to Kinetic Energy KE. Therefore, at lowest point

KE = 82.29

KE = 0.5 m v^2

0.5 (16.10) v^2 = 82.29

v = 3.20 m/s

Answer:

150 Newtons

Explanation:

Answer:

A

Explanation:

Because its the answer I got on a certain learning site

Valerie is preparing a blood sample for analysis. For this purpose, a machine called a centrifuge is used which spins the blood sample to separate the red blood cells, platelets and plasma from blood. As the blood is separated, the heavier reds cells sink to the bottom of the tube and are given back to the person.

A test done on a sample of blood is used to measure the amount of certain substances in the blood or to count the different types of blood cells present in the blood sample. Blood tests may be done to look for the signs of disease or agents which cause disease, to check for the antibodies or tumor markers, or to see how well the different treatments are working.

Valerie is preparing a blood sample for the purpose of analysis. First, she should put the blood sample in a test tube and place it in a centrifuge machine. This machine would cause the red blood cells from the blood to move to the bottom of the tube because of their higher density in comparison to other components. Next, Valerie would be able to decant the plasma from the blood and analyze it separately from the red blood cells.

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Answer:

Imagining that the forces form a right triangle (since the 3rd force is acting perpendicularly) then the resultant force can simply be calculated using the hypotenuse formula:

c^2 = a^2 + b^2

Where a and b is equivalent to:

a = 15 N + 25 N = 40 N

b = 30 N

Therefore the resultant force is then calculated:

c^2 = (40 N)^2 + (30 N)^2

c^2 = 1,600 + 900

c^2 = 2,500

c = 50 N

Answer:

To find the magnitude of the resultant force, we can use the Pythagorean theorem and the trigonometric ratios.

First, we need to find the horizontal and vertical components of the two forces acting in the same direction:

Horizontal component = 15 N + 25 N = 40 N

Vertical component = 0 N (since the forces are in the same direction)

Next, we need to find the horizontal and vertical components of the third force acting perpendicular to the first two:

Horizontal component = 0 N (since the force is perpendicular to the other forces)

Vertical component = 30 N

Now, we can find the horizontal and vertical components of the resultant force:

Horizontal component = 40 N + 0 N = 40 N

Vertical component = 0 N + 30 N = 30 N

Using the Pythagorean theorem, we can find the magnitude of the resultant force:

Resultant force = sqrt((40 N)^2 + (30 N)^2)

Resultant force = sqrt(1600 N^2 + 900 N^2)

Resultant force = sqrt(2500 N^2)

Resultant force = 50 N

Therefore, the magnitude of the resultant force is 50 newtons.

 To solve this problem, let us first assume that the hydrogen gas acts like an ideal gas. So that we can make use of the ideal gas equation:

P V = n R T

where P is the pressure, V is the volume, n is the number of moles, R is the universal gas constant and T is the absolute temperature

Since it is given that T and P is constant therefore we can write the equation as:

V / n = k

So equating the two conditions:

V1 / n1 = V2 / n2

We can now solve for the new V2 given n2 = 0.125:

2 L / 820 mol = V2 / 0.125 mol

V2 = 3.05 x 10^-4 L

The new volume is about 3.05 x 10^-4 L which is equivalent to 0.3 mL

Answer:

D). Newton's First Law of Motion

Explanation:

This is the explanation of Newton's First law or Law of inertia.

As per this law if there is no unbalanced force on a system then they system will always maintain its state of motion.

Or in other words we can say that if there is no force then the object will always maintain its state of motion i.e. if object is in motion then it will continue in motion and if object is in rest then it will continue at rest

So here when bike immediately stops then due to this law our body will continue its state and move off from the bike and fly away on the ground at some distance away.

So here correct answer will be

D).  Newton's First Law of Motion