Respuesta :
An isosceles triangle has common sides a and a base b.
The perimeter is 100, so
a+a+b = 100
2a + b = 100
The sides exceed the base by 5,
a = b+5
2(b+5)+b = 100
3b + 10 = 100
3b = 90
b = 30
a = b+5 = 35
Answer: The base is 30 and the equal sides are 35.
Answer:
base = 30, sides = 35
Step-by-step explanation:
The easiest way to solve your question is by creating an equation.
We can represent the perimeter as "p" and each side as "s"
s + (s + 5) + (s + 5) = p
10 + 3s = 100 (p = 100)
3s = 90
s = 30.Thus, the base = 30, and the sides are 35.