Areas of 2 similar triangles pqr and xyz are 144cm and 49cm respectively. If the shortest side of pqr is 24cm. Find the shortest side of xyz
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Answered by
10
In pqr and xyz,
a(pqr)=144
a(xyz)=49
pq=24
xy= ?
a(pqr) pq
_____ = __
a(xyz) xy
= 144(2) 24
_____ = __
49(2) xy
taking sq.root
12. = 24
7. xy
12 X xy = 7 X 24
xy= 7 X 24
_____
12
xy=14
a(pqr)=144
a(xyz)=49
pq=24
xy= ?
a(pqr) pq
_____ = __
a(xyz) xy
= 144(2) 24
_____ = __
49(2) xy
taking sq.root
12. = 24
7. xy
12 X xy = 7 X 24
xy= 7 X 24
_____
12
xy=14
Answered by
0
Answer:
Xu=14
this helps you thanks
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