If the areas of the three adjacent faces of the cuboidal wooden box are 120 cm2, 72 cm2, 60cm2 respectively, then find the dimension and volum of the box
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let dimension be l,b,h then given
lb=120sqcm
lh=72sqcm
bh=60sqcm
multiplying all three we get (lbh)^2 = 518400
implies lbh= 720cm^3
dimension are h=(lbh/lb)=720/120=6cm
b=10cm and l=12cm
lb=120sqcm
lh=72sqcm
bh=60sqcm
multiplying all three we get (lbh)^2 = 518400
implies lbh= 720cm^3
dimension are h=(lbh/lb)=720/120=6cm
b=10cm and l=12cm
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