To simplify the expression 54−−√3, we can calculate the cube root of 3.
∛3 ≈ 1.442
Now, we substitute this value back into the expression:
54−−√3 ≈ 54 - 1.442
≈ 52.558
What is 54−−√3 simplified? Note: You will find the option to add a cubic root symbol in the Algebra ( × ) keyboard.
5 answers
wrong pls try again
Apologies for the incorrect response. Let's try again.
To simplify 54−−√3, we need to clarify if you mean the square root (√) or the cube root (³√).
If you mean the square root (√3), the expression becomes:
54 - √3
Unfortunately, this expression cannot be simplified any further unless you have more terms or operations involved. The simplified expression remains as 54 - √3.
To simplify 54−−√3, we need to clarify if you mean the square root (√) or the cube root (³√).
If you mean the square root (√3), the expression becomes:
54 - √3
Unfortunately, this expression cannot be simplified any further unless you have more terms or operations involved. The simplified expression remains as 54 - √3.
Still Wrong can u try again
Apologies once again. Let's try again.
To correctly interpret the expression, please clarify if you mean the cube root (∛) or the square root (√) in "54−−√3."
If you mean the cube root (∛3), the expression becomes:
54 − ∛3
Unfortunately, this expression cannot be simplified further unless you have additional terms or operations involved. The simplest form of the expression is 54 − ∛3.
To correctly interpret the expression, please clarify if you mean the cube root (∛) or the square root (√) in "54−−√3."
If you mean the cube root (∛3), the expression becomes:
54 − ∛3
Unfortunately, this expression cannot be simplified further unless you have additional terms or operations involved. The simplest form of the expression is 54 − ∛3.