In □PQRS is a square if PQ = 5 THEN QS=
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Hello dear friend
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Here is your answer
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PQRS is a square,
Given: PQ=5
To find: diagonal QS=?
Solution: The formula of diagonal of a square is
x√2= 5√2 units .
Here x represents the side of the square.
-------------------------
Here is your answer
""""'"''""""""""""""""""""""
PQRS is a square,
Given: PQ=5
To find: diagonal QS=?
Solution: The formula of diagonal of a square is
x√2= 5√2 units .
Here x represents the side of the square.
Answered by
0
Now, a square has all its sides equal and angles equal to 90°.
And QS is the diagonal
so, if take ∆PQS as a right angled triangle and PQ and PS as base and perpendicular, then we would have to find QS that is the hypotenuse.
H2 =P2+B2
H = √ (5×5) +(5×5)
H =√50. ( now, √50=7.07) approximately
so, QS IS 7.07 units
And QS is the diagonal
so, if take ∆PQS as a right angled triangle and PQ and PS as base and perpendicular, then we would have to find QS that is the hypotenuse.
H2 =P2+B2
H = √ (5×5) +(5×5)
H =√50. ( now, √50=7.07) approximately
so, QS IS 7.07 units
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