Question

Please , I am really bad at math, can you explain how you get the answer when you answer

Answer 1

The answer would be the last one

Answer 2

For this case we have the following expression:

`√(10)^{(3)/(4)x}`
By power properties, we can rewrite the square root as number 10 as a base and number 1/2 as an exponent.
We have then:

`(10^{(1)/(2)})^{(3)/(4)x}`
Then, Rewriting we have:

`10^{ (1)/(2)(3)/(4)x}`

`10^{(3)/(8)x}`
finally by properties of radicals we have:

`\sqrt[8]{10}^(3x)`
Answer:

`\sqrt[8]{10}^(3x)`
option 4