Question

1)Write the exponential form for the following i) The product of 25 and the fifth power of (a + b).ii) the product of 6 and the fourth power of(x + y).please say me fast​

Answer 1

(i) $=5^{2} \times(a+b)^{\dfrac{1}{5} }$

(ii) $=6^{1} \times(x+y)^{\dfrac{1}{4} }$

Step-by-step explanation:

We have,

(i) The product of 25 and the fifth power of (a + b)

= $25\times(a+b)^{\dfrac{1}{5} }$

$=5^{2} \times(a+b)^{\dfrac{1}{5} }$

(ii) the product of 6 and the fourth power of(x + y)

=$6\times(x+y)^{\dfrac{1}{4} }$

$=6^{1} \times(x+y)^{\dfrac{1}{4} }$

Answer 2

(i) $25(a+b)^5$ (ii) $6(x+y)^4$

Step-by-step explanation:

Since we have given that

i) The product of 25 and the fifth power of (a + b)

As we know that

fifth power of (a+b) = $(a+b)^5$

So, it becomes,

$25\times (a+b)^5$

ii) the product of 6 and the fourth power of(x + y)

As we know that

fourth power of (x+y) = $(x+y)^4$

So, it becomes,

$6(x+y)^4$

Hence, (i) $25(a+b)^5$ (ii) $6(x+y)^4$

# learn more:

The product of 20 and fifth power of (x+y) is

https://brainly.in/question/16322875