Question

in given figure triangle abp and qrp are similar find the value of x
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Answer 1

Correct Answer :

Since Triangle ABP is congruent to Triangle QRP (Given)

Therefore, AB <----> QR

........(By Corresponding Parts of Congruent Triangles)

Therefore AB = QR = 2cm.

Hope this helps you.....

Answer 2

Hay Buddy

Here's the Answer

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==> If ∆ PAB and ∆ PQR are similar, then

=> ( PA/PQ ) = ( PB/PR ) = ( AB/QR )

For PA/PQ

=> PA/PQ = 2.4/( 2.4 + 3.6 )

=> PA/PQ = 2.4/( 6 )

=> PA/PQ = 24/60

=> PA/PQ = 2/5

Now, we know PA/PQ = ( AB/QR )

=> AB/QR = 2/5

=> 2/x = 2/5

=> x = 5 ✓

Hope it Helps

:)