Answer:
Final answer in simplified form is [tex]9x^2-4x+5 [/tex]
Step-by-step explanation:
Given expression is [tex](x+2)-(-9x^2+5x-3) [/tex]
Now we need to find an equivalent expression for[tex](x+2)-(-9x^2+5x-3) [/tex]
First we can distribute the negative sign and remove the parenthesis the combine like terms
[tex](x+2)-(-9x^2+5x-3) [/tex]
[tex]=x+2+9x^2-5x+3 [/tex]
[tex]=9x^2+x-5x+2+3 [/tex]
[tex]=9x^2-4x+5 [/tex]
Hence final answer in simplified form is [tex]9x^2-4x+5 [/tex]
