x2+16x+1=0x^2+16x+1=0x2+16x+1=0
(t2+1)dydt=2y\left(t^{2}+1\right)^{dy}dt=2y(t2+1)dydt=2y
(−7.9)10(−7.9)4\frac{\left(-7.9\right)^{10}}{\left(-7.9\right)^4}(−7.9)4(−7.9)10
−(−3)6:(−3)4-\left(-3\right)^{6}:\left(-3\right)^{4}−(−3)6:(−3)4
880\frac{8}{\frac{8}{0}}088
z2−5z=−6z^2-5z=-6z2−5z=−6
∣5∣−∣−5∣(−5)\left|5\right|-\left|-5\right|\left(-5\right)∣5∣−∣−5∣(−5)
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