Can you find the sides and angles of an isosceles triangle with only the perimeter?
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No, we can't.
By observing,
In a ∆
common sides are x & the uncommon one is y.
As we know,
Perimeter = x+x+y
Perimeter = 2x+y
Here, we are getting variable equation; so sides cannot be determined.
And if sides couldn't be, then angles too cannot be determined.
By observing,
In a ∆
common sides are x & the uncommon one is y.
As we know,
Perimeter = x+x+y
Perimeter = 2x+y
Here, we are getting variable equation; so sides cannot be determined.
And if sides couldn't be, then angles too cannot be determined.
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