Question

if ABC triangle is similar to PRQ, perimeter of ABC is 32 cm, perimeter of PQR is 48 and PR=6 cm,then AC is​

Answer 1

Answer:

Step-by-step explanation:

Given: triangle ABC ∼ triangle PQR,  perimeter of triangle ABC = 32cm, perimeter of triangle PQR = 48cm and PR = 6cm 

since the y are similar, 

AB/PQ = BC/QR = AC/PR 

AC/PR = perimeter of triangle ABC/perimeter of triangle PQR 

AC/6 = 32/48 

AC*48 = 6*32 

therefore AC = 4cm 

Given: triangle ABC ∼ triangle PQR,  perimeter of triangle ABC = 32cm, perimeter of triangle PQR = 48cm and PR = 6cm 

since the y are similar, 

AB/PQ = BC/QR = AC/PR 

AC/PR = perimeter of triangle ABC/perimeter of triangle PQR 

AC/6 = 32/48 

AC*48 = 6*32 

therefore AC = 4cm 

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Answer 2

Step-by-step explanation:

if ABC and PRQ are similar

the ratio of their perimeters=ratio of the corresponding sides

32/48=AC/6

AFTER SOLVING WE WILL GET

AC=4

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