(x+7)(x+336)\left(x+7\right)\left(x+336\right)(x+7)(x+336)
[8−(+4−8)+6−2]^{\left[8-\left(+4-8\right)+6-2\right]}[8−(+4−8)+6−2]
−13+x=−19-13+x=-19−13+x=−19
6y−2y+2=106y-2y+2=106y−2y+2=10
5a−6b+8c+9a−20c−b+6b−c5a-6b+8c+9a-20c-b+6b-c5a−6b+8c+9a−20c−b+6b−c
x − 4 < 5\:x\:-\:4\:<\:5x−4<5
∫3cos (−1+x2)dx\int3cos\:\left(\frac{-1+x}{2}\right)dx∫3cos(2−1+x)dx
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