Question

Равны ли одночлены? x^56*7x^4 и x^30*7x^31

Answer 1

Ответ:

x^56*7x^4=7x^60 x^30*7x^31=7x^61 7x^60=7x^61 при х=1

Объяснение:

Answer 2

To determine if two monomials are equal, we need to compare their bases (variables) and their exponents.

Let's compare the first monomial, x^56 * 7x^4:

Base: The base of the first monomial is x, and it has a coefficient of 7. Exponent: The exponent of x in the first monomial is 56, and the exponent of the constant 7 is 4.

Now, let's compare the second monomial, x^30 * 7x^31:

Base: The base of the second monomial is x, and it has a coefficient of 7. Exponent: The exponent of x in the second monomial is 31, and the exponent of the constant 7 is 30.

The two monomials are not equal because they have different exponents for the variable x. The exponents for x are 56 and 31, respectively. Therefore, x^56 * 7x^4 is not equal to x^30 * 7x^31.