(6x + 4)°
(8x)°
(6x + 10)°
X=___
3 answers
The information given is incomplete to solve for x. This seems like a problem from geometry (possibly involving angles of a triangle), but without any additional information like the relationship between these angles, it's impossible to solve for x.
Find the value of x
(6x + 4)°
(8x)°
(6x + 10)°
X=___
(6x + 4)°
(8x)°
(6x + 10)°
X=___
It seems you are describing the angles of a triangle because they sum up to 180 degrees. If that's the case,
you'll solve the equation as follows:
(6x + 4) + (8x) + (6x + 10) = 180.
Combine like terms:
20x + 14 = 180.
Subtract 14 from both sides:
20x = 166.
Divide by 20:
x =166/20.
x = 8.3.
you'll solve the equation as follows:
(6x + 4) + (8x) + (6x + 10) = 180.
Combine like terms:
20x + 14 = 180.
Subtract 14 from both sides:
20x = 166.
Divide by 20:
x =166/20.
x = 8.3.