diagonals AD and BC of a square ABCD intersect each other at point Q. if QA = 7cm then AD and BC are respestibely
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Given :-
- Diagonals AD and BC of a square ABCD intersect each other at point Q.
- QA = 7 cm.
To Find :-
- AD and BC = ?
Solution :-
we know that,
- Diagonals of a square bisect each other and are of equal length .
so,
→ QA = QD
→ QA = 7 cm (given)
→ QD = 7 cm.
then,
→ QA + QD = AD
→ 7 + 7 = AD
→ AD = 14 cm.
therefore,
→ AD = BC
→ BC = 14 cm.
hence, both diagonals AD and BC are of length 14 cm.
Learn more :-
In ABC, AD is angle bisector,
angle BAC = 111 and AB+BD=AC find the value of angle ACB=?
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