Question

What is the product of 2r^2-5 and 3r

Answer 1

Answer: Hence, our required product would be

$6r^3-15r$

Step-by-step explanation:

Since we have given that

$(2r^2-5)\ and\ 3r$

We need to find the product.

So, the product would be

$3r(2r^2-5)\\\\=3r\times 2r^2-3r\times 5\\\\=6r^3-15r$

Hence, our required product would be

$6r^3-15r$

Answer 2

The product of 2r^2-5 and 3r is mathematically given as

X=6r^3-15r

What is the product of 2r^2-5 and 3r?

Question Parameters:

The product of 2r^2-5 and 3r

Generally, the equation for their product  is mathematically given as

X=(2r^2-5)*3r

Therefore

X=(2r^2-5)*3r

X=6r^3-15r

In conclusion, The product of 2r^2-5 and 3r is

X=6r^3-15r

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