Question

(-0,32 а^3 в^2)* х=2,56 а^7 в* а^3 в^3подробно пж​

Answer 1

Ответ:

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Объяснение:

Answer 2

To solve the equation (-0.32a^3b^2) * x = 2.56a^7bv * a^3b^3, we'll first simplify both sides of the equation by combining like terms and then solve for x. Let's break it down step by step:

1. Simplify the left side: (-0.32a^3b^2) * x = -0.32a^3b^2x

2. Simplify the right side: 2.56a^7bv * a^3b^3 = 2.56a^10b^4v

Now, we have the equation: -0.32a^3b^2x = 2.56a^10b^4v.

3. Divide both sides of the equation by (-0.32a^3b^2) to isolate x: (-0.32a^3b^2x) / (-0.32a^3b^2) = (2.56a^10b^4v) / (-0.32a^3b^2)

The (-0.32a^3b^2) terms cancel out, resulting in: x = (2.56a^10b^4v) / (-0.32a^3b^2)

4. Simplify the right side of the equation: x = (2.56 / -0.32) * (a^10 / a^3) * (b^4 / b^2) * v

   Simplifying the numerical coefficient: x = -8 * a^(10-3) * b^(4-2) * v

   Combining exponents: x = -8a^7b^2v

So the solution to the equation (-0.32a^3b^2) * x = 2.56a^7bv * a^3b^3 is x = -8a^7b^2v.