How can you rewrite 25^14
using a root?(1 point)
Responses
25−−√4
4th root of 25
254−−−√1
1th root of 25 to the 4th power
25−−√14
1 fourthth root of 25
14−−√25
1. 25^(1/4)
2. 4th root of 25
To rewrite 25^14 using a root, you can express it as the 14th root of 25.
To rewrite 25^14 using a root, we need to find the root that corresponds to the exponent. In this case, the exponent is 14.
The exponent 14 corresponds to the 14th power of the base number 25. To rewrite it using a root, we need to find the root that gives us the same value as raising 25 to the power of 14.
In this case, the root we are looking for is the 14th root. So, we can rewrite 25^14 using a root as:
14th root of 25
Therefore, the correct answer is: 14th root of 25.