-value of 4 produces the same 
-value in both 
and ![g(x) = \sqrt[3]{x+4}](/tpl/images/1236/8966/10580.png)
.
. If we know that 
, then values of each function are, respectively:
![g(4) = \sqrt[3]{8}](/tpl/images/1236/8966/1361c.png)
, then ![(x-2)^{3}-6 = \sqrt[3]{x+4}](/tpl/images/1236/8966/d312b.png)
. Hence, correct answer is C.
Which statement explains why the solution to the equation is x=4
...
Mathematics, 02.04.2021 14:00 Jamie228
Which statement explains why the solution to the equation is x=4
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