Question 1

If f(x)=  
- 2x + 3,find:
(a)the domain
(b)f(2)
(c)f(-2)
(d)f  
(e)f(  
)
(f)f(s + 1)
(g)f(x + h)

Accepted Answer

(a)all real numbers
(b)3
(c)11
(d)  (e)  -  + 3
(f)  + 2
(g)  + 2hx +  - 2x - 2h + 3

Question 2

The domain of f(t)=  is

Accepted Answer

D

Question 3

If f(x)= 5 - 8x,find:
(a)the domain
(b)f(1)
(c)f(-2)
(d)f  
(e)f(t)
(f)f(x + 2)

Accepted Answer

(a)all real numbers
(b)-3
(c)21
(d)0
(e)5 - 8t
(f)-11 - 8x

Question 4

If g(x)=  
,find g(x - 1)

Accepted Answer

The answer of If g(x)=  
,find g(x - 1)...

Question 5

Given the function f(x)=  
+ 4x + 2,find:
(a)the domain
(b)f(0)
(c)f(3)
(d)f(-2)
(e)f(-  
)

Accepted Answer

The answer of Given the function f(x)=  
+ 4x...

Question 6

If f(x)= 4 -  
,find

Accepted Answer

The answer of If f(x)= 4 -  
,find ...

Question 7

Given the function F(t)=  
,find:
(a)the domain
(b)F(-3)
(c)F(13)
(d)f(  
+ 1)

Accepted Answer

The answer of Given the function F(t)=  
,find:
(a)the domain
(b)F(-3)
(c)F(13)
(d)f(...

Question 8

Find the domain of the function: f(q)=

Accepted Answer

The answer of Find the domain of the function: f(q)=...

Question 9

If f(x)= 4  
+ 6x,find f(3s).

Accepted Answer

The answer of If f(x)= 4  
+ 6x,find f(3s)....

Question 10

Find the domain of the function: f(x)=

Accepted Answer

The answer of Find the domain of the function: f(x)=...

Question 11

Find the domain of the function: f(x)=

Accepted Answer

The answer of Find the domain of the function: f(x)=...

Question 12

If f(x)= 3x - 1,find

Accepted Answer

The answer of If f(x)= 3x - 1,find ...

Question 13

If g(x)=  
,find:
(a)the domain
(b)g(0)
(c)g(-4)
(d)g  
(e)g(  
)

Accepted Answer

The answer of If g(x)=  
,find:
(a)the domain
(b)g(0)
(c)g(-4)
(d)g  
(e)g(...

Question 14

If f(x)=  
+ 2x - 6,find

Accepted Answer

The answer of If f(x)=  
+ 2x - 6,find...

Question 15

The domain of f(x)=  is

Accepted Answer

Since the given function is not defined with respect to any specific variable, we can assume that it represents a constant function. A constant function has the same output value (in this case, the given value) for all values of the input (in this case, x). Therefore, the domain of the given function is all real numbers.

Question 16

If g(s)=  
- s,find:
(a)the domain
(b)g(0)
(c)g(3)
(d)g(-4)
(e)g

Accepted Answer

The answer of If g(s)=  
- s,find:
(a)the domain
(b)g(0)
(c)g(3)
(d)g(-4)
(e)g ...

Question 17

For the equation 4y =  
,(a)is y a function of x? (b)Is x a function of y?

Accepted Answer

The answer of For the equation 4y =  
,(a)is...

Question 18

If x +  
- 5 = 0,then x is a function of y.

Accepted Answer

The answer of If x +  
- 5 =...

Question 19

Find the domain of the function: f(t)=

Accepted Answer

The answer of Find the domain of the function: f(t)=...

Question 20

Find the domain of the function: f(t)=

Accepted Answer

The answer of Find the domain of the function: f(t)=...

Quiz 3: Functions and Graphs

If f(x)= - 2x + 3,find: (a)the domain (b)f(2) (c)f(-2) (d)f (e)f( ) (f)f(s + 1) (g)f(x + h)

The domain of f(t) = is

If f(x)= 5 - 8x,find: (a)the domain (b)f(1) (c)f(-2) (d)f (e)f(t) (f)f(x + 2)

If g(x)= ,find g(x - 1)

Given the function f(x)= + 4x + 2,find: (a)the domain (b)f(0) (c)f(3) (d)f(-2) (e)f(- )

If f(x)= 4 - ,find

Given the function F(t)= ,find: (a)the domain (b)F(-3) (c)F(13) (d)f( + 1)

Find the domain of the function: f(q)=

If f(x)= 4 + 6x,find f(3s).

Find the domain of the function: f(x)=

Find the domain of the function: f(x)=

If f(x)= 3x - 1,find

If g(x)= ,find: (a)the domain (b)g(0) (c)g(-4) (d)g (e)g( )

If f(x)= + 2x - 6,find

The domain of f(x) = is

If g(s)= - s,find: (a)the domain (b)g(0) (c)g(3) (d)g(-4) (e)g

For the equation 4y = ,(a)is y a function of x? (b)Is x a function of y?

If x + - 5 = 0,then x is a function of y.

Find the domain of the function: f(t)=

Find the domain of the function: f(t)=