n+3>4nn+3>4nn+3>4n
(p+2)2(p−2)2\left(p+2\right)^2\left(p-2\right)^2(p+2)2(p−2)2
∫(x−2)5dx\int\left(x-2\right)^5dx∫(x−2)5dx
(5t2 + 4s2)3\left(5t^2\:+\:4s^2\right)^3(5t2+4s2)3
x− 1 = 4x-\:1\:=\:4x−1=4
xy−4y=x5gxxy-4y=x^5g^xxy−4y=x5gx
8ab−4ab28ab-4ab^28ab−4ab2
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