Calculate the volume of a rectangular parallelepiped, the base area and the height of which are equal

| August 11, 2021 | education

Calculate the volume of a rectangular parallelepiped, the base area and the height of which are equal: 136cm2.5 cm; 298cm2.4cm; 154cm2.8cm; 91cm2.19cm.

To find the volume of the figure, the volume formula is used equal to the product of the base area by the height V = S * h.

Therefore, if the base area is 136 cm2, and the height is 5 cm, then the volume will be equal to:

136 * 5 = 680 (cm3).

If the base area is 298 cm2 and the height is 4 cm, then the volume will be:

298 * 4 = 1192 (cm3).

If the base area is 154 cm2 and the height is 8 cm, then the volume will be:

154 * 8 = 1232 (cm3).

If the base area is 91 cm2 and the height is 19 cm, then the volume will be:

91 * 19 = 1729 (cm3).

Answer: the volumes of parallelepipeds are equal to 680 cm3, 1192 cm3, 1232 cm3, 1729 cm3.



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