Question

Find the area of the cross-section, assuming it to be uniform, of a solid, given that its volume is 92.8 cm³, and length is 6.4 m.​

Answer 1

Step-by-step explanation:

Sol. Volume of a cross-section of a solid

$\text{\( =92.8 \) \( c m ^{ 3 } \)}$

and its length =6.4 m =640 cm

∴ Area of the cross-section

$\text{ \( =\dfrac{\text { Volume }}{\text { Length }} \)}$

$\tt\red{=\dfrac{92.8}{6.40} cm ^{2} = \boxed{ \tt \: 0.145 cm ^{2} }}$