54(3.14)=2(3.14)(3)h+2(3.14)(3)2

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Solution for 54(3.14)=2(3.14)(3)h+2(3.14)(3)2 equation:


Simplifying
54(3.14) = 2(3.14)(3) * h + 2(3.14)(3) * 2

Multiply 54 * 3.14
169.56 = 2(3.14)(3) * h + 2(3.14)(3) * 2

Multiply 2 * 3.14
169.56 = 6.28 * 3h + 2(3.14)(3) * 2

Multiply 6.28 * 3
169.56 = 18.84h + 2(3.14)(3) * 2

Multiply 2 * 3.14
169.56 = 18.84h + 6.28 * 3 * 2

Multiply 6.28 * 3
169.56 = 18.84h + 18.84 * 2

Multiply 18.84 * 2
169.56 = 18.84h + 37.68

Reorder the terms:
169.56 = 37.68 + 18.84h

Solving
169.56 = 37.68 + 18.84h

Solving for variable 'h'.

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

Add '-18.84h' to each side of the equation.
169.56 + -18.84h = 37.68 + 18.84h + -18.84h

Combine like terms: 18.84h + -18.84h = 0.00
169.56 + -18.84h = 37.68 + 0.00
169.56 + -18.84h = 37.68

Add '-169.56' to each side of the equation.
169.56 + -169.56 + -18.84h = 37.68 + -169.56

Combine like terms: 169.56 + -169.56 = 0.00
0.00 + -18.84h = 37.68 + -169.56
-18.84h = 37.68 + -169.56

Combine like terms: 37.68 + -169.56 = -131.88
-18.84h = -131.88

Divide each side by '-18.84'.
h = 7

Simplifying
h = 7

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