Question

divide : 16x²y² + 10 - 20x by 2x​

Answer 1

Answer:

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Answer 2

Given:

16x²y² + 10 - 20x

To Find:

Find the value of the equation by dividing 2x

Solution:

The given equation is  16x²y² + 10 - 20x and we need to divide it by 2x, we can write the expression as,( the given equation is an equation in two variables and the equation can be divided by using simple rules of exponents)

$=\frac{16x^2y^2+10-20x}{2x}$

Now dividing each term by 2x, we have

$=\frac{16x^2y^2}{2x} +\frac{10}{2x} -\frac{20x}{2x}$

Now doing the calculation for each term separately we have,

$=\frac{16x^2y^2}{2x} +\frac{10}{2x} -\frac{20x}{2x}\\=8xy^2+5x^{-1}-10$

Hence, the given equation can be expressed as 8xy^2+5x^{-1}-10.