The areas of three adjacent faces of a cuboid are 180 cm sq., 96 cm sq. And 120 cm sq. What is the volume of cuboid?
Answers
Answered by
9
Answer:
Step-by-step explanationGiven areas of adjacent faces of cuboid are
189, 120, 96
Let l*b=180, b*h=120, h*l=96
Now check the values to satisfy these areas
We get
L=15, B=12, H=8 (in cms)
Volume =1440 cm^3
Answered by
7
given
l*b=180cm.sq.
b*h=96cm.sq
l*h=120cm.sq.
so l*b*b*h*l*h=180*96*120
l^2*b^2*h^2=144*144*100
lbh=√144*144*100
=12*12*10
=1440cub.cm.
l*b=180cm.sq.
b*h=96cm.sq
l*h=120cm.sq.
so l*b*b*h*l*h=180*96*120
l^2*b^2*h^2=144*144*100
lbh=√144*144*100
=12*12*10
=1440cub.cm.
Similar questions