k+(k+125)+0.4(k+500)=620

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Solution for k+(k+125)+0.4(k+500)=620 equation:


Simplifying
k + (k + 125) + 0.4(k + 500) = 620

Reorder the terms:
k + (125 + k) + 0.4(k + 500) = 620

Remove parenthesis around (125 + k)
k + 125 + k + 0.4(k + 500) = 620

Reorder the terms:
k + 125 + k + 0.4(500 + k) = 620
k + 125 + k + (500 * 0.4 + k * 0.4) = 620
k + 125 + k + (200 + 0.4k) = 620

Reorder the terms:
125 + 200 + k + k + 0.4k = 620

Combine like terms: 125 + 200 = 325
325 + k + k + 0.4k = 620

Combine like terms: k + k = 2k
325 + 2k + 0.4k = 620

Combine like terms: 2k + 0.4k = 2.4k
325 + 2.4k = 620

Solving
325 + 2.4k = 620

Solving for variable 'k'.

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

Add '-325' to each side of the equation.
325 + -325 + 2.4k = 620 + -325

Combine like terms: 325 + -325 = 0
0 + 2.4k = 620 + -325
2.4k = 620 + -325

Combine like terms: 620 + -325 = 295
2.4k = 295

Divide each side by '2.4'.
k = 122.9166667

Simplifying
k = 122.9166667

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