Question

Can someone help me with this 5x^2 x 4yx^4

Answer 1

20x⁶y

Explanation:

we use the exponent property that states:

`{a}^(m) * {a}^(n) = {a}^(m + n)`

here, we have

`5 {x}^(2) * 4y {x}^(4)`

and we can use the property above to help us simplify the expression. we also have 5 and 4 where we multiply separately, and y can be left alone but still multiplied in the process.

`5 {x}^(2) * 4y {x}^(4) = (5 * 4) * y * ( {x}^(2) * {x}^(4) )`

`\implies20 * y * {x}^(6) = 20 {x}^(6) y.`

thus, we have our solution as 20x⁶y.

Answer 2

Answer: 20x^6y.

Explanation:

Certainly! Let's simplify the expression: 5x^2 * 4yx^4.

To multiply these terms, we can combine the coefficients and add the exponents of the variables. Here's the step-by-step process:

1. Multiply the coefficients: 5 * 4 = 20.

2. Multiply the variables: x^2 * y * x^4 = x^(2+4) * y = x^6 * y.

Combining the results, we have:

20x^6y.

So, the simplified expression is 20x^6y.