11(p+t)+7s=335

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Solution for 11(p+t)+7s=335 equation:


Simplifying
11(p + t) + 7s = 335
(p * 11 + t * 11) + 7s = 335
(11p + 11t) + 7s = 335

Reorder the terms:
11p + 7s + 11t = 335

Solving
11p + 7s + 11t = 335

Solving for variable 'p'.

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

Add '-7s' to each side of the equation.
11p + 7s + -7s + 11t = 335 + -7s

Combine like terms: 7s + -7s = 0
11p + 0 + 11t = 335 + -7s
11p + 11t = 335 + -7s

Add '-11t' to each side of the equation.
11p + 11t + -11t = 335 + -7s + -11t

Combine like terms: 11t + -11t = 0
11p + 0 = 335 + -7s + -11t
11p = 335 + -7s + -11t

Divide each side by '11'.
p = 30.45454545 + -0.6363636364s + -1t

Simplifying
p = 30.45454545 + -0.6363636364s + -1t

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