1 Answer

Gkatiforis · Answer 1 · 2023-10-29T15:44:52+0000

The expression we have is:

$3x^4\cdot5x^3y$

To simplify this expression, we will use the following property of exponents:

$x^n\cdot x^m=x^(m+n)$

We add the exponents when we multiply variables.

But first, we have to multiply the coefficients, since 3*5 is equal to 15, we have:

$3x^4\cdot5x^3y=15(x^4\cdot x^3y)$

And now we do apply the rule we mentioned for multiplying variables.

We add the exponents 4 and 3 of the x:

$3x^4\cdot5x^3y=15x^(4+3)y$

Since 4+3 is equal to 7, we have the final answer:

$3x^4\cdot5x^3y=15x^7y$

Please log in or register to add a comment.