Question

PQRS is parallogram Po perpendicular Side SR and
PT perpendicular side RQ. Po = 10 cm RS = 24 cm
and PT = 12 cm. find RQ​

Answer 1

Answer

20 cm

$\rule{200}2$

Explanation

Given, PQRS is a ||gm, having side RS = 24cm, perpendicular on RS, PO = 10 cm and perpendicular on RQ, PT = 12 cm.

Now, area of parallelogram = base × height.

For base RS, height = PO

→ area of parallelogram = PO × RS

For base RQ, height = PT

→ area of parallelogram = PT × RQ

Equating the two, we get

PO × RS = PT × RQ

→ 10 × 24 = 12 × RQ

→ RQ = 10 × 2

→ RQ = 20 cm.

Answer 2

☆AnswEr:

➡(20 cm)

▶ExplanatiOn:

➡Given, PQRS is a ||gm, having side RS = 24cm, perpendicular on RS, PO = 10 cm and perpendicular on RQ, PT = 12 cm.

______________________

➡Now, area of parallelogram = base × height.

_____________________

➡For base RS, height = PO

→ area of parallelogram = PO × RS

☆For base RQ, height = PT

→ area of parallelogram = PT × RQ

➡Equating the two, we get

➡PO × RS = PT × RQ

→ 10 × 24 = 12 × RQ

→ RQ = 10 × 2

→ RQ = 20 cm.

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☺Hope it helps☺