I have a math test this week so I have been going over my notes and practicing some problems but I have had problems solving these. Not only answers but an explanation is highly appreciated :)
1- Find the domain of:
√(3-x) + √(x^2-1)
√(3-x) / √(x^2-1)
√(√x)
Cubic root of 1 - √x
√ (cubic root of 1-x)
Also, how do I write the following domain in intercept form: "all real numbers except +1/9 and -1/9"
1- Find the domain of:
√(3-x) + √(x^2-1)
√(3-x) / √(x^2-1)
√(√x)
Cubic root of 1 - √x
√ (cubic root of 1-x)
Also, how do I write the following domain in intercept form: "all real numbers except +1/9 and -1/9"
-
for:√(3-x) + √(x^2-1)
{x element R : x<=-1 or 1<=x<=3}
for:√(3-x) / √(x^2-1)
{x element R : x<-1 or 1
for:√(√x)
{x element R : x>=0} (all non-negative real numbers)
(assuming a function from reals to reals)
for:Cubic root of 1 - √x
{x element R : x>=0} (all non-negative real numbers)
for:√ (cubic root of 1-x)
{x element R : x<=1}
{x element R : x<=-1 or 1<=x<=3}
for:√(3-x) / √(x^2-1)
{x element R : x<-1 or 1
for:√(√x)
{x element R : x>=0} (all non-negative real numbers)
(assuming a function from reals to reals)
for:Cubic root of 1 - √x
{x element R : x>=0} (all non-negative real numbers)
for:√ (cubic root of 1-x)
{x element R : x<=1}
-
ha.