6(4p+2(p+5k)+k)=n

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Solution for 6(4p+2(p+5k)+k)=n equation:


Simplifying
6(4p + 2(p + 5k) + k) = n

Reorder the terms:
6(4p + 2(5k + p) + k) = n
6(4p + (5k * 2 + p * 2) + k) = n
6(4p + (10k + 2p) + k) = n

Reorder the terms:
6(10k + k + 4p + 2p) = n

Combine like terms: 10k + k = 11k
6(11k + 4p + 2p) = n

Combine like terms: 4p + 2p = 6p
6(11k + 6p) = n
(11k * 6 + 6p * 6) = n
(66k + 36p) = n

Solving
66k + 36p = n

Solving for variable 'k'.

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

Add '-36p' to each side of the equation.
66k + 36p + -36p = n + -36p

Combine like terms: 36p + -36p = 0
66k + 0 = n + -36p
66k = n + -36p

Divide each side by '66'.
k = 0.01515151515n + -0.5454545455p

Simplifying
k = 0.01515151515n + -0.5454545455p

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