(-26t^2+75t)(-26t^2+75t)=75(4)

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Solution for (-26t^2+75t)(-26t^2+75t)=75(4) equation: 


Simplifying
(-26t2 + 75t)(-26t2 + 75t) = 75(4)

Reorder the terms:
(75t + -26t2)(-26t2 + 75t) = 75(4)

Reorder the terms:
(75t + -26t2)(75t + -26t2) = 75(4)

Multiply (75t + -26t2) * (75t + -26t2)
(75t * (75t + -26t2) + -26t2 * (75t + -26t2)) = 75(4)
((75t * 75t + -26t2 * 75t) + -26t2 * (75t + -26t2)) = 75(4)
((5625t2 + -1950t3) + -26t2 * (75t + -26t2)) = 75(4)
(5625t2 + -1950t3 + (75t * -26t2 + -26t2 * -26t2)) = 75(4)
(5625t2 + -1950t3 + (-1950t3 + 676t4)) = 75(4)

Combine like terms: -1950t3 + -1950t3 = -3900t3
(5625t2 + -3900t3 + 676t4) = 75(4)

Multiply 75 * 4
5625t2 + -3900t3 + 676t4 = 300

Solving
5625t2 + -3900t3 + 676t4 = 300

Solving for variable 't'.

Reorder the terms:
-300 + 5625t2 + -3900t3 + 676t4 = 300 + -300

Combine like terms: 300 + -300 = 0
-300 + 5625t2 + -3900t3 + 676t4 = 0

The solution to this equation could not be determined.

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