- #1
mathdad
- 1,283
- 1
Specify the domain of each variable.
1. ax + b
Here x can be any integer.
In that case the domain is R, where R is ALL REAL NUMBERS.
2. ax^(1/3) + b
Let x^(1/3) be the cube root of x.
Let D = domain
x^(1/3) is > or = 0
[x^(1/3)]^3 > or = 0^(1/3)
x > or = 0
D = {x| x > or = 0}
Is any of this right?
1. ax + b
Here x can be any integer.
In that case the domain is R, where R is ALL REAL NUMBERS.
2. ax^(1/3) + b
Let x^(1/3) be the cube root of x.
Let D = domain
x^(1/3) is > or = 0
[x^(1/3)]^3 > or = 0^(1/3)
x > or = 0
D = {x| x > or = 0}
Is any of this right?