5x +c

5x

5 +c

6x² + c

x¹⁰/10 +c

x¹⁰/10 - 10

x¹⁰/10

-x¹⁰/10

x³/3 + x² + c

x³/3 +2x² + c

x³ + x² + c

x³/3 + x²/2 + c

x²+2/x +c

x²+/x +c

x²-2/x +c

x²-1/x +c

x⁵/5 +x³ +5x²/2 +c

x⁵/5 +x³ +5x²/2

x⁵/5 +x³/3 +5x²/2 +c

x⁵/5 +x³/3 +5x²/2

x⁴/2-x³+6x+2/x +c

x⁴/2-x³+6x -2/x

x⁴/2-x³+6x +2/x +c

x⁴/2-x³+6x-2/x

-x^-1-2x^-3/3 +c

-x^-1-2x^-3/3

x^-1-2x^-3/3 +c

x^-1+2x^-3/3 +c

x⁴/4 -x³ +c

x⁴/4 +x³ +c

x⁴/4 -3x³ +c

x⁴/4 -x³

$$x^{\left(n+1\right)}\ +c$$  

$$\frac{\left(x^{\left(n+1\right)}\right)}{n+1}\ +c$$  

$$\frac{\left(x^n+1\right)}{n+1}\ +c$$  

$$x^n+1+c$$