Q4. A 5. 0-kg bowling ball rolls down a frictionless 2. 5 m tall ramp and strikes a stationary mass at the bottom of the ramp in a pertectly elastic collision.

To What

height back up the ramp does the first bowling travel after the collision if

a) the stationary mass is also 5. 0 kg

b) the stationary mass is 10. 0 kg

c) the stationary mass is 500. 00kg

The conversion factor to convert cups to liters is 0.237

Step-by-step explanation:

Given : A table showing conversions for common units of capacity.

                               Units of  capacity  

Customary System Units                             Metric System Units

         1 gallon                                                           3.79 liters

         1 quart                                                            0.95 liters

          1 pint                                                              0.473 liters

          1 cup                                                              0.237 liters

We have to find the  conversion factor to convert cups to liters.

Consider the given  table.

Since, given One cup is equal to 0.237 liters.

So , the conversion factor to convert cups to liters is 0.237

For example to convert 10 cups to liters, we can multiply the number of cups by 0.237 to get cups in liters.

That is 10 cup = 10 × 0.237 = 2.37 liters.

Thus, 10 cups is equal to 2.37 liters.

Hence, The conversion factor to convert cups to liters is 0.237