drag each tile to the correct box. arrange the objects in order from greatest to least potential energy…

drag each tile to the correct box. arrange the objects in order from greatest to least potential energy. assume that gravity is constant. (use pe = m × g × h.) a 15 - kilogram stone found at a height of 3 meters 10 kilograms of water stored at a height of 9 meters a 1 - kilogram ball located 20 meters in the air a box of books with a mass of 25 kilograms placed on a shelf 2 meters high

drag each tile to the correct box. arrange the objects in order from greatest to least potential energy. assume that gravity is constant. (use pe = m × g × h.) a 15 - kilogram stone found at a height of 3 meters 10 kilograms of water stored at a height of 9 meters a 1 - kilogram ball located 20 meters in the air a box of books with a mass of 25 kilograms placed on a shelf 2 meters high

Answer

Explanation:

Step1: Calculate PE for 15 - kg stone

Using $PE = m\times g\times h$, with $m = 15$ kg, $h = 3$ m. So $PE_1=15\times g\times3 = 45g$.

Step2: Calculate PE for 10 - kg water

Using $PE = m\times g\times h$, with $m = 10$ kg, $h = 9$ m. So $PE_2=10\times g\times9 = 90g$.

Step3: Calculate PE for 1 - kg ball

Using $PE = m\times g\times h$, with $m = 1$ kg, $h = 20$ m. So $PE_3=1\times g\times20 = 20g$.

Step4: Calculate PE for 25 - kg box of books

Using $PE = m\times g\times h$, with $m = 25$ kg, $h = 2$ m. So $PE_4=25\times g\times2 = 50g$.

Step5: Compare the potential energies

Since $90g>50g>45g>20g$, the order is 10 kilograms of water stored at a height of 9 meters > a box of books with a mass of 25 kilograms placed on a shelf 2 meters high > a 15 - kilogram stone found at a height of 3 meters > a 1 - kilogram ball located 20 meters in the air.

Answer:

10 kilograms of water stored at a height of 9 meters > a box of books with a mass of 25 kilograms placed on a shelf 2 meters high > a 15 - kilogram stone found at a height of 3 meters > a 1 - kilogram ball located 20 meters in the air