the equal sides of an isosceles triangle is shown by a and the unequal side as we express the the parameter of the triangle using a and b
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Answer:
Perimeter of Triangle = 2a + b
Step-by-step explanation:
the equal sides of an isosceles triangle is shown by a and the unequal side as b we express the the parameter of the triangle using a and b
Isoscelled triangle has two equal sides
. its given that Equal sides are represented by a
=> Triangle has two sides equal to a
and Unequal side is represented by b
so We Have a Triangle with sides
a , a , b
Perimeter of Triangle = Sum of Sides of Triangle
=> P = a + a + b
=> P = 2a + b
Perimeter of Triangle = 2a + b
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perimeter of triangle = 2a+b
step by step explain
triangle has two sides equal to a and unequal side is represented by b so we have a triangle with sides.
a, a, b
perimeter of triangle=sum of sides of triangle.
=> p=a+a+b
=> 2a+b
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