What is the answer to solvefor y,a*(n+y)=10y+32 ?

The answer to solvefor y,a*(n+y)=10y+32 is y=(32-an)/(a-10);\quad a\ne 10

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Solve for y a*(n+y)=10y+32

solve for

y, a \cdot (n + y) = 10 y + 32

y = \frac{32 - an}{a - 10}; a \neq = 10

Solution steps

a (n + y) = 10 y + 32

Expand

a (n + y) : an + a y

an + a y = 10 y + 32

Move

an

to the right side

a y = 10 y + 32 - an

Move

10 y

to the left side

a y - 10 y = 32 - an

Factor

a y - 10 y : y (a - 10)

y (a - 10) = 32 - an

Divide both sides by

a - 10; a \neq = 10

y = \frac{32 - an}{a - 10}; a \neq = 10

18.5%

x, 1 0^{x} = 100

x, 3 - 2 (1 - x) = 2

83

1 0^{13}

What is the answer to solvefor y,a*(n+y)=10y+32 ?
The answer to solvefor y,a*(n+y)=10y+32 is y=(32-an)/(a-10);\quad a\ne 10