Question

solve the equation for y.
2y - 25 = 19
a. 44
b. 22
c. -3
d. -6
question: 11
which number line shows the solution to the inequality 5x - 15 > -65?

Explanation:

Step1: Solve the equation \(2y - 25 = 19\)

Add \(25\) to both sides of the equation:
\(2y-25 + 25=19 + 25\)
\(2y=44\)

Step2: Isolate \(y\)

Divide both sides of the equation by \(2\):
\(y=\frac{44}{2}\)
\(y = 22\)

Step3: Solve the inequality \(5x-15>-65\)

Add \(15\) to both sides:
\(5x-15 + 15>-65 + 15\)
\(5x>-50\)
Divide both sides by \(5\):
\(x>-10\)

Answer:

For the equation \(2y - 25 = 19\), the answer is B. \(22\).
For the inequality \(5x - 15>-65\), the answer is C (since \(x > - 10\) is represented by an open - circle at \(-10\) and the line going to the right).