a To find the cube root of 1, we have to identify what number you multiply three times to get a product of 1. Well, the only number you can multiply by itself and get 1 is 1.
1* 1* 1=1
Therefore, the cube root of 1 has to be 1.
b Similar to Part A, we have to find what number we have to multiply by itself three times to get 0.
0* 0* 0=0
Therefore, the cube root of 0 has to be 0.
c What number do you have to multiply three times to get 2^3? Well, the exponent tells us that 2 is multiplied by itself three times.
2* 2 * 2=2^3=8
Therefore, the cube root of 2^3 has to be 2.
d Similarly to Part C, we know that 7^3 can be rewritten as 7 multiplied by itself three times.
7* 7 * 7=7^3=343
Therefore, the cube root of 7^3 has to be 7.
