What is the answer to solvefor B,gB-N^3B=d ?

The answer to solvefor B,gB-N^3B=d is B= d/(g-N^3);\quad g\ne N^3

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solvefor B,gB-N^3B=d

solve for

B, g B - N^{3} B = d

B = \frac{d}{g - N ^{3}}; g \neq = N^{3}

Solution steps

g B - N^{3} B = d

Factor

g B - N^{3} B : B (g - N^{3})

B (g - N^{3}) = d

Divide both sides by

g - N^{3}; g \neq = N^{3}

B = \frac{d}{g - N ^{3}}; g \neq = N^{3}

r = \frac{24 + 42}{2 + 7}

x, 2 x = \frac{y}{3} - 4

x, - 2 y - 10 + 2 x = 0

y, 2 x - 3 y + 6 = 0

z - 4 = 8 - z

What is the answer to solvefor B,gB-N^3B=d ?
The answer to solvefor B,gB-N^3B=d is B= d/(g-N^3);\quad g\ne N^3