Question

angle pairs using algebra in class practice (26x - 4) (15x + 28) type of angle pair these angles are: equation x =

Explanation:

Step1: Identify angle - pair

Assume the angles are corresponding angles (since no other information is given to determine differently). For corresponding angles formed by two parallel lines and a transversal, they are equal. So the equation is $26x - 4=15x + 29$.

Step2: Solve the equation for $x$

Subtract $15x$ from both sides: $26x-15x - 4=15x-15x + 29$, which simplifies to $11x-4 = 29$.

Step3: Isolate the variable term

Add 4 to both sides: $11x-4 + 4=29 + 4$, getting $11x=33$.

Step4: Solve for $x$

Divide both sides by 11: $\frac{11x}{11}=\frac{33}{11}$, so $x = 3$.

Answer:

Type of angle - pair: Corresponding Angles
Equation: $26x - 4=15x + 29$
$x = 3$