Question

in figure n-x = 3 then values of X and n are????
Pls answer this​

Answer 1

Answer:

Step-by-step explanation:

n + x + 150 = 360 ( sum of angles around a point is 360)

n + x = 210. (1)

n -x = 3. (2)

Solve equation () and (2(

Adding the two equation we get

2n = 213

n = 213/2 = 106.5

n - x =3

106.5 - x =3

x = 106.5 -3

x = 103.5

n = 109.5

Answer 2

Given:

n-x=3

To find:

The values of x and n

Solution:

The required values of x and n are 103.5° and 106.5°.

We have the angles n, x, and 150° forming a complete angle.

So, adding these angles will be equal to 360°.

150°+n+x=360°

n+x=360°-150°

n+x=210° (1)

Now, we are given that n-x=3 (2)

Adding (1) and (2),

n+x+n-x=210+3

2n=213°

n=213°/2

n=106.5°

Using n=106.5° in (1), we get

n+x=210°

106.5°+x=210°

x=210°-106.5°

x=103.5°

Therefore, the required measure of x and n are 103.5° and 106.5°.