Question

30°
(9x-6)
(4x)
What is the value of x?

Answer 1

The value of
`x` is 11.077.

Step-by-step explanation:

The information of the statement is incomplete, given all these brief descriptions, we infer that this exercise is asking to find the value of
`x` associated to internal angles of a triangle.

From Geometry, we know that sum of internal angles equals 180º. Then, we construct the following expression:

`30^(\circ)+(9\cdot x-6)+4\cdot x = 180^(\circ)` (1)

Lastly, we solve for
`x`:

`36^(\circ)+13\cdot x = 180^(\circ)`

`13\cdot x = 144^(\circ)`

`x = 11.077`

The value of
`x` is 11.077.