what is the length of the equal sides of isosceles right angled triangle having hypotenuse 4 root 2 cm long?
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given the hypotenuse of the isosceles triangle = 4√2 cm
let the equal sides of the isosceles triangle be x and y.
y = x
therefore x² + y² = (4√2)²
==> x² + x² = 16(2)
==> 2x² = 32
==> x² = 32/2
==> x² = 16
==> x = √16
==> x = 4
hence, the length of two equal sides are 4cm each.
HOPE THIS HELPS..!!
let the equal sides of the isosceles triangle be x and y.
y = x
therefore x² + y² = (4√2)²
==> x² + x² = 16(2)
==> 2x² = 32
==> x² = 32/2
==> x² = 16
==> x = √16
==> x = 4
hence, the length of two equal sides are 4cm each.
HOPE THIS HELPS..!!
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2
Answer:
the length of two equal sides are 4cm each.
Step-by-step explanation:
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