a car because the car is faster but it is not going fast because it said"a car and a truck are going the same speed" so yeah hope this helps!
Answer:
Explanation:
The parametric equations of the cyclist are:
(1)
A) The horizontal velocity is the derivative of x(t), in time:

B) For A=20° the horizontal velocity is:

For A=45°:

C) To find the time in which the vertical velocity is zero you first obtain the derivative of, in time:

Next, you equal the vertical velocity to zero and solve for time t:

D) The maximum height is reached when the derivative of y (height) is zero. You use the previous value of t in the equation (1), equals y to 35. Next, you solve for t:

Answer:
Hottest venus
Coldest pluto
Explanation:
The hottest planet in the solar system is Venus with an average temperature of 464 degree Celsius and the coldest planet in the solar system is Pluto with an average temperature of -225 degree Celsius.