simplified form of 9x^2+30x+25 over 3x+5

3x-5 with restriction x ≠ 5/3

3x+5 with restriction x ≠ 5/3

3x-5 with restriction x ≠ -5/3

3x+5 with restriction x ≠ -5/3

Question

simplified form of 9x^2+30x+25 over 3x+5

3x-5 with restriction x ≠ 5/3

3x+5 with restriction x ≠ 5/3

3x-5 with restriction x ≠ -5/3

3x+5 with restriction x ≠ -5/3

anonymous · Answer

factor the top part first

campbell_st · Answer

$$(3x + 5)^2/(3x + 5) = (3x + 5)$$

anonymous · Answer

Your other two options are to divide using long division or use synthetic division.

anonymous · Answer

I get 3x+5 with restriction x ≠ 5/3 .... am I right?

anonymous · Answer

Yes, that's the answer. The only reason you have the restriction is that dividing by zero is undefined.

anonymous · Answer

ok, thank you!!!!