What is the answer to a^{45}x-45=-15x+75 ?

The answer to a^{45}x-45=-15x+75 is x=(120)/(a^{45)+15};\quad a\ne-\sqrt[45]{15}

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a^{45}x-45=-15x+75

a^{45} x - 45 = - 15 x + 75

Solution steps

a^{45} x - 45 = - 15 x + 75

Move

45

to the right side

a^{45} x = - 15 x + 120

Move

15 x

to the left side

a^{45} x + 15 x = 120

Factor

a^{45} x + 15 x : x (a^{45} + 15)

x (a^{45} + 15) = 120

Divide both sides by

2 x + (- 7) = 51

x - \frac{3}{50} = 15.99

m, n + 2 + m = n

y = \frac{( - 5 ) ^{2} - 4 ^{2} + ( \frac{1}{5} ) ^{0}}{3 ^{- 2} + 1}

x, - x - y + 2 t = 4

What is the answer to a^{45}x-45=-15x+75 ?
The answer to a^{45}x-45=-15x+75 is x=(120)/(a^{45)+15};\quad a\ne-\sqrt[45]{15}