Question

СРОЧНО Найдите одночлен под *| "^" это степень * умножить на 7a^2b^4=35a^14b^9

Answer 1

Чтобы найти неизвестный множитель, надо произведение разделить на известный множитель .

$(*)\, \cdot 7a^2b^4=35a^{14}b^9\\\\\\(*)=\dfrac{35a^{14}b^9}{7a^2b^4}=\dfrac{7a^2b^4\cdot 5a^{12}b^5}{7a^2b^4}=\boxed{5a^{12}b^5\ }$

Answer 2

Ответ:

Смотри фото ниже.

Объяснение:

Answer 3

Solution:

To find the value of the one term raised to the power of another term, we can use the rule that states when a term is raised to a power and then multiplied by another term raised to a power, the exponents are multiplied together.

Given: 7a^2b^4

We want to find the value of this term raised to the power of 14b^9.

Using the rule, we can calculate the value as follows:

7a^2b^4 raised to the power of 14b^9 equals 7^(1*14)a^(2*14)b^(4*14+9).

This simplifies to 7^14a^28b^65.

So, the value of 7a^2b^4 raised to the power of 14b^9 is 7^14a^28b^65.