What is −72−−−−√3 simplified? Note: You will find the option to add a cubic root symbol in the Algebra ( × ) keyboard. (1 point) I want the right answer to this question from Products of Irrational square roots practice
The expression −72−−−−√3 simplified is equal to -72 - √3.
that is wrong gimme the right answer
Apologies for the confusion. The correct simplification of the expression −72−−−−√3 is -72 - ∛3.
To simplify the expression −72−−−−√3, we follow these steps:
Step 1: Simplify the cube root of 3 (∛3):
The cube root of 3 cannot be simplified further as it is already in its simplest form.
Step 2: Subtract the result from -72:
-72 - ∛3
Therefore, the simplified answer is -72 - ∛3.
To simplify the expression −72−−−−√3, we need to first simplify the square root of 3. Since the question mentions using the Algebra ( × ) keyboard, I assume this means we can use the multiplication symbol to display the square root symbol.
The square root of 3 can be written as √3.
So, the expression becomes -72 - √3.
To simplify further, we need to know if there are any specific instructions or rules provided in the "Products of Irrational square roots" practice, as mentioned in the question. If such instructions are provided, it would be helpful to know them in order to obtain the correct solution.
If no specific instructions or rules are provided, the expression -72 - √3 cannot be simplified any further as the two terms, a constant (-72) and a square root (√3), cannot be combined or simplified.
Therefore, the simplified form of the expression -72 - √3 is -72 - √3.