Question

Find the value of x x+20 120

Answer 1

The value of x is -
`(140∘)/(3)` degrees .

Let's solve the expression

(x+20∘ )+120 ∘ +2x ∘ +x∘ .

Combine like terms to simplify the expression:

(x+x)+20 ∘ +120 ∘ +2x ∘ =3x+140 ∘.

Now, set the expression equal to the given value and solve for

x: 3x+140 ∘ =0

Subtract 140 from both sides:

3x=−140 ∘

Divide by 3:

x=−
`(140∘)/(3)`

​So, the value of x is −
`(140∘)/(3)` degrees.

In x=−
`(140∘)/(3)` is the solution to the expression (x+20 ∘ )+120 ∘ +2x ∘ +x ∘ .

This means that when you substitute −
`(140∘)/(3)` for x in the original expression, the equation holds true, and the sum of the angles will be 200 .

Question

Find the value of x in each of the following (x+20°)+120°+2x°+x°​ .