Select all the expressions equivalent to 3.1⁴.

Answer:
Step-by-step explanation:
[tex]3.1^4=(3.1)(3.1)(3.1)(3.1)\to\boxed{A}\\\\3.1^4=[(3.1)(3.1)](3.1)(3.1)=(9.61)(3.1)(3.1)\to\boxed{B}\\\\3.1^4=[(3.1)(3.1)][(3.1)(3.1)]=(9.61)(9.61)\to\boxed{D}[/tex]
The expressions equivalent to 3.1⁴ are expressions A, B, and D.
A radical is a number written atop another number which shows the number of times the base number is multiplied by itself.
The radical number 3.1⁴ can also be written as (3.1)(3.1)(3.1)(3.1).
We can multiply two of the terms to get (9.61)(3.1)(3.1).
Now, we can multiply the other two terms to get (9.61)(9.61).
From this, we can see that Options A, B, and D are equivalent expressions.
Now we have to evaluate options C and E.
In option C, we have (3.1)(3.1)(2). This is not equal to (9.61)(3.1)(3.1).
Similarly, (3.1)(4) is not equal to 3.1⁴.
Therefore, we have found that the expressions equivalent to 3.1⁴ are expressions A, B, and D.
Learn more about radicals here: https://brainly.com/question/8952483
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