if triangle ABC and triangle PQR are similar then find the length of PQ and QR .
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Step-by-step explanation:
1- The lengths of the both traingle is in ratio of 2:3.
2- AC= 12cm, and PR= 18 cm, (given)
similarly
since AB= 7cm, PQ= 10.5 cm. (for easiness, divide seven in two parts, which gives 3.5 cm, now since the ratio is 2:3, add 3.5 into 7, it gives 10.5 cm)
3- Similarly, for last side, divide 10 in half which is 5cm and now add 5 into 10 so it is 15 cm.
4- The final answer is PQ=10.5 cm and QR=15 cm
( Sorry for not giving formula but I tried to explain in simplest way)
Answered by
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Step-by-step explanation:
If triangle PQR is similar to ABC, then find "a"
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