471=2(3.14(5)(5))+2(3.14(5)(h))

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Solution for 471=2(3.14(5)(5))+2(3.14(5)(h)) equation:


Simplifying
471 = 2(3.14(5)(5)) + 2(3.14(5)(h))

Multiply 3.14 * 5
471 = 2(15.7 * 5) + 2(3.14(5)(h))

Multiply 15.7 * 5
471 = 2(78.5) + 2(3.14(5)(h))

Multiply 2 * 78.5
471 = 157 + 2(3.14(5)(h))

Multiply 3.14 * 5
471 = 157 + 2(15.7h)

Remove parenthesis around (15.7h)
471 = 157 + 2 * 15.7h

Multiply 2 * 15.7
471 = 157 + 31.4h

Solving
471 = 157 + 31.4h

Solving for variable 'h'.

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

Add '-31.4h' to each side of the equation.
471 + -31.4h = 157 + 31.4h + -31.4h

Combine like terms: 31.4h + -31.4h = 0.0
471 + -31.4h = 157 + 0.0
471 + -31.4h = 157

Add '-471' to each side of the equation.
471 + -471 + -31.4h = 157 + -471

Combine like terms: 471 + -471 = 0
0 + -31.4h = 157 + -471
-31.4h = 157 + -471

Combine like terms: 157 + -471 = -314
-31.4h = -314

Divide each side by '-31.4'.
h = 10

Simplifying
h = 10

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