2 times respectively,
(c) The volume, total surface area and length of a diagonal of a cuboid are V, Sand d respectively.
If all the edges are doubled, they become V', S and d' respectively. Find V':V,S:Sand d':d.
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Answer:
ANSWER
V=lbh,S=2(lb+bh+lh),d=
l
2
+b
2
+h
2
V
′
=(2l)(2b)(2h)=8lbh
S
′
=2((2l)(2b)+(2b)(2h)+(2l)(2h))
=4×2(lb+bh+lh)
d
′
=
(2l)
2
+(2b)
2
+(2h)
2
=
4(l
2
+b
2
+h
2
)
=2
l
2
+b
2
+h
2
V
V
′
=8;
S
S
′
=4;
d
d
′
=2
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