Water is poured from a cuboidal container of dimensions 9 inches by 6 inches by 4 inches into a cylindrical container of radius 3 inches . assuming that water does not overflow the container , how many inches high will the water reach
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the dimension of a cuboidal container is 9 inches by 6 inches by 4 inches
the volume of the cuboidal container is 9 x 6 x 4
which is equal to 216 inchcube
from data volume of cuboidal container is equal to volume of the cylindrical container
therefore 216 is equal to πr^2h
216=(22/7)3×3×h
substituting for the value of h is equal to
216/9×7/22=h
24×7/22=h
168/22=h
84/11cm
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