Question

If the angle (4x+4)°and (6x+4)°are supplementary angles find the value of x

Answer 1

$\huge{Hey,\:Mate\:Here\:Is\:Your\:Answer}$

$\textbf{Given That ...}$

Angle (4x+4)° And (6x+4)° Are Supplementry Angles So, Now We Need To Find Value Of 'X' .

$\textbf{Solution...}$

Now In The Question It's Given That..

Angle(4x + 4)° And Angle (6x + 4)° SAre Supplementary ..

$\textbf{Supplementary Angle Means That The Sum Of Two Angles Is Equal To 180° }$

Therefore By This We Have ...

$angle \: (4x + 4) + (6x + 4) = 180$

Now Opening The Bracket Of LHS We Have .....

$4x + 4 + 6x + 4 = 180$

Now Combining Like Terms We Have ...

$10x + 8 = 180$

Now Taking 8 To RHS We Have....

$10x = 180 - 8$

That Is ....

$10x = 172$

Now Taking 10 To LHS We Have ➡️

$x = \frac{172}{10}$

That Is ....

$x = 17.2$

$\textbf{Hence The Required Answer Is}$

$\boxed{17.2}$

$\huge{Be Brainly...}$

Answer 2

X = 25°


Me Rahul


Thanks for Question


!!!!