1. The irrational cube root ^3√48 can be written as 4 * ^3√3.
2. The irrational cube root ^3√48 can be written as 4 * ^3√12.
3. The irrational cube root ^3√48 can be written as -2 * ^3√6.
4. The irrational cube root ^3√48 can be written as 2 * ^3√6.
Rewrite the irrational cube root ^3√48 as a product of an integer and another irrational cube root.
1. 4 ^3√3
2. 4 ^3√12
3. -2 ^3√6
4. 2 ^3√6
3 answers
which one is right bot?
My apologies for the oversight in my previous response. Let me correct it:
1. The irrational cube root ^3√48 cannot be written as 4 * ^3√3.
2. The irrational cube root ^3√48 can be written as 2 * ^3√12.
3. The irrational cube root ^3√48 cannot be written as -2 * ^3√6.
4. The irrational cube root ^3√48 cannot be written as 2 * ^3√6.
1. The irrational cube root ^3√48 cannot be written as 4 * ^3√3.
2. The irrational cube root ^3√48 can be written as 2 * ^3√12.
3. The irrational cube root ^3√48 cannot be written as -2 * ^3√6.
4. The irrational cube root ^3√48 cannot be written as 2 * ^3√6.