s(t)=t(sqr(0.96t^2+25))

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Solution for s(t)=t(sqr(0.96t^2+25)) equation:


Simplifying
s(t) = t(sqr(0.96t2 + 25))

Multiply s * t
st = t(sqr(0.96t2 + 25))

Reorder the terms:
st = t(qrs(25 + 0.96t2))
st = t((25 * qrs + 0.96t2 * qrs))
st = t((25qrs + 0.96qrst2))
st = (25qrs * t + 0.96qrst2 * t)
st = (25qrst + 0.96qrst3)

Solving
st = 25qrst + 0.96qrst3

Solving for variable 's'.

Move all terms containing s to the left, all other terms to the right.

Add '-25qrst' to each side of the equation.
-25qrst + st = 25qrst + -25qrst + 0.96qrst3

Combine like terms: 25qrst + -25qrst = 0
-25qrst + st = 0 + 0.96qrst3
-25qrst + st = 0.96qrst3

Add '-0.96qrst3' to each side of the equation.
-25qrst + -0.96qrst3 + st = 0.96qrst3 + -0.96qrst3

Combine like terms: 0.96qrst3 + -0.96qrst3 = 0.00
-25qrst + -0.96qrst3 + st = 0.00

The solution to this equation could not be determined.

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