Q1) ${x^2 +x-12}\over{x-3}$ = [ $x+4$ ]

Q1) ${x^2 -4}\over{x-2}$ = [ $x+2$ ]

Q1) ${4x^2 -18x+8}\over{x-4}$ = [ $4x-2$ ]

Q2) ${x^2 -9}\over{x+3}$ = [ $x-3$ ]

Q2) ${x-2}\over{x^2 -4}$ = [ $1\over{x+2}$ ]

Q2) ${4x^2 +13x+10}\over{x+2}$ = [ $4x+5$ ]

Q3) ${x+5\over{x^2 +10x+25}}$ = [ $1\over{x+5}$ ]

Q3) ${x+2}\over{x^2 -4}$ = [ $1\over{x-2}$ ]

Q3) ${4x^2 +24x+20}\over{x+5}$ = [ $4x+4$ ]

Q4) ${x-4\over{x^2 -2x-8}}$ = [ $1\over{x+2}$ ]

Q4) ${x-5}\over{x^2 -25}$ = [ $1\over{x+5}$ ]

Q4) ${5x^2 -6x-8}\over{x-2}$ = [ $5x+4$ ]

Q5) ${x^2 -36}\over{x+6}$ = [ $x-6$ ]

Q5) ${x^2 -9}\over{x+3}$ = [ $x-3$ ]

Q5) ${4x^2 +6x-18}\over{x+3}$ = [ $4x-6$ ]

Q6) ${x^2 -2x-8}\over{x+2}$ = [ $x-4$ ]

Q6) ${x-7}\over{x^2 -49}$ = [ $1\over{x+7}$ ]

Q6) ${4x^2 -22x-12}\over{x-6}$ = [ $4x+2$ ]

Q7) ${x^2 -x-30}\over{x-6}$ = [ $x+5$ ]

Q7) ${x^2 -4}\over{x-2}$ = [ $x+2$ ]

Q7) ${5x^2 -23x-10}\over{x-5}$ = [ $5x+2$ ]

Q8) ${x+2\over{x^2 +11x+18}}$ = [ $1\over{x+9}$ ]

Q8) ${x^2 -4}\over{x+2}$ = [ $x-2$ ]

Q8) ${5x^2 +32x+12}\over{x+6}$ = [ $5x+2$ ]

Q9) ${x^2 -x-56}\over{x+7}$ = [ $x-8$ ]

Q9) ${x-2}\over{x^2 -4}$ = [ $1\over{x+2}$ ]

Q9) ${2x^2 -6x-36}\over{x-6}$ = [ $2x+6$ ]

Q10) ${x^2 -12x+20}\over{x-10}$ = [ $x-2$ ]

Q10) ${x^2 -25}\over{x+5}$ = [ $x-5$ ]

Q10) ${4x^2 +9x-9}\over{x+3}$ = [ $4x-3$ ]