Question

find the value of x, AB and BC if AC =95, AB=15x-10. BC=5x+5

Answer 1

this is the answer to your question

Answer 2

The value of x, AB, and BC are 5,65, and 30 respectively.

Given:

AC =95

AB=15x-10

BC=5x+5

To Find:

The value of x, AB, and BC.

Solution:

We are required to find the value of x, AB, and BC.

Let us consider AC as the line segment and B as an interior point on line segment AC.

Then, AC = AB + BC

95 = (15x-10)+(5x+5)

95 = 20x - 5

20x = 100

x = 5

AB=15x-10-----(1)

BC=5x+5------(2)

On substituting the value of x in equations (1) and (2), we get

AB = 15(5)-10

     = 75-10

     = 65

BC = 5(5)+5

     = 25+5

     = 30

Therefore, The value of x, AB, and BC are 5,65, and 30 respectively.

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