2+3x<1012+3x<1012+3x<101
2x−0.50≥5002x-0.50\ge5002x−0.50≥500
x2−50x+25=0x^2-50x+25=0x2−50x+25=0
(a+3)(x+1)\left(a+3\right)\left(x+1\right)(a+3)(x+1)
3∫(sin4(x))dx3\int\left(\sin^4\left(x\right)\right)dx3∫(sin4(x))dx
(2a2−3b+4c3)2\left(2a^2-3b+4c^3\right)^2(2a2−3b+4c3)2
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