Question

What is the simplified form of (9x^2-25)/(3x+5)?
choices:
3x + 5, with the restriction x ≠ 5/3

3x – 5, with the restriction x ≠ 5/3

3x – 5, with the restriction x ≠ – 5/3

3x + 5, with the restriction x ≠ –5/3

Answer 1

I'm stuck between these two choices:

3x – 5, with the restriction x ≠ 5/3

3x – 5, with the restriction x ≠ – 5/3

Answer 2

Medal will be given.

Answer 3

Which of those causes 3x-5 to equal 0?

Answer 4

3x – 5, with the restriction x ≠ – 5/3?

Answer 5

let's see:

3(-5/3) - 5 = -15/3 - 5 = -5 -5 =

Answer 6

Just set the denominator equal to 0 and solve for \(x\)
\[3x-5=0\]\[3x=5\]\[x=\]

Answer 7

Oh I see! Thank you so much!!