QuestionFind $f(x)=2$ . Calculate $f(7)$ , $f(-7)$ , $f(1.6)$ , $f(-1.3)$ . What is $f(7)$ ? A. $f(7)=$ B. $f(7)$ is undefined.

Studdy Solution

STEP 1

Assumptions1. The function is $f(x) =$ . . We are asked to find the values of $f(7)$ , $f(-7)$ , $f(1.6)$ , and $f(-1.3)$ .

STEP 2

The function $f(x) =2$ is a constant function. This means that for any value of $x$ , the value of $f(x)$ is always2.

STEP 3

To find the value of $f(7)$ , we substitute $x =7$ into the function.
$f(7) =2$

STEP 4

So, the value of $f(7)$ is2. Therefore, the correct choice is A. $f(7) =2$ .

STEP 5

Similarly, to find the value of $f(-7)$ , we substitute $x = -7$ into the function.
$f(-7) =2$

STEP 6

So, the value of $f(-)$ is also2.

STEP 7

To find the value of $f(1.6)$ , we substitute $x =1.6$ into the function.
$f(1.6) =2$

STEP 8

So, the value of $f(1.6)$ is2.

STEP 9

Finally, to find the value of $f(-.3)$ , we substitute $x = -.3$ into the function.
$f(-.3) =2$

STEP 10

So, the value of $f(-.3)$ is2.
In conclusion, for the function $f(x) =2$ , the value of $f(x)$ is always2, regardless of the value of $x$ .
(a) $f(7) =2$ (b) $f(-7) =2$ (c) $f(.6) =2$ (d) $f(-.3) =2$

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QuestionFind $f(x)=2$ . Calculate $f(7)$ , $f(-7)$ , $f(1.6)$ , $f(-1.3)$ . What is $f(7)$ ? A. $f(7)=$ B. $f(7)$ is undefined.

Studdy Solution

STEP 1

Assumptions1. The function is $f(x) =$ . . We are asked to find the values of $f(7)$ , $f(-7)$ , $f(1.6)$ , and $f(-1.3)$ .

STEP 2

The function $f(x) =2$ is a constant function. This means that for any value of $x$ , the value of $f(x)$ is always2.

STEP 3

To find the value of $f(7)$ , we substitute $x =7$ into the function.
$f(7) =2$

STEP 4

So, the value of $f(7)$ is2. Therefore, the correct choice is A. $f(7) =2$ .

STEP 5

Similarly, to find the value of $f(-7)$ , we substitute $x = -7$ into the function.
$f(-7) =2$

STEP 6

So, the value of $f(-)$ is also2.

STEP 7

To find the value of $f(1.6)$ , we substitute $x =1.6$ into the function.
$f(1.6) =2$

STEP 8

So, the value of $f(1.6)$ is2.

STEP 9

Finally, to find the value of $f(-.3)$ , we substitute $x = -.3$ into the function.
$f(-.3) =2$

STEP 10

So, the value of $f(-.3)$ is2.
In conclusion, for the function $f(x) =2$ , the value of $f(x)$ is always2, regardless of the value of $x$ .
(a) $f(7) =2$ (b) $f(-7) =2$ (c) $f(.6) =2$ (d) $f(-.3) =2$

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QuestionFind f(x)=2f(x)=2f(x)=2. Calculate f(7)f(7)f(7), f(−7)f(-7)f(−7), f(1.6)f(1.6)f(1.6), f(−1.3)f(-1.3)f(−1.3). What is f(7)f(7)f(7)? A. f(7)=f(7)=f(7)= B. f(7)f(7)f(7) is undefined.

Studdy Solution

STEP 1

Assumptions1. The function is f(x)=f(x) =f(x)=. . We are asked to find the values of f(7)f(7)f(7), f(−7)f(-7)f(−7), f(1.6)f(1.6)f(1.6), and f(−1.3)f(-1.3)f(−1.3).

STEP 2

The function f(x)=2f(x) =2f(x)=2 is a constant function. This means that for any value of xxx, the value of f(x)f(x)f(x) is always2.

STEP 3

To find the value of f(7)f(7)f(7), we substitute x=7x =7x=7 into the function.f(7)=2f(7) =2f(7)=2

STEP 4

So, the value of f(7)f(7)f(7) is2. Therefore, the correct choice is A. f(7)=2f(7) =2f(7)=2.

STEP 5

Similarly, to find the value of f(−7)f(-7)f(−7), we substitute x=−7x = -7x=−7 into the function.f(−7)=2f(-7) =2f(−7)=2

STEP 6

So, the value of f(−)f(-)f(−) is also2.

STEP 7

To find the value of f(1.6)f(1.6)f(1.6), we substitute x=1.6x =1.6x=1.6 into the function.f(1.6)=2f(1.6) =2f(1.6)=2

STEP 8

So, the value of f(1.6)f(1.6)f(1.6) is2.

STEP 9

Finally, to find the value of f(−.3)f(-.3)f(−.3), we substitute x=−.3x = -.3x=−.3 into the function.f(−.3)=2f(-.3) =2f(−.3)=2

STEP 10

So, the value of f(−.3)f(-.3)f(−.3) is2.In conclusion, for the function f(x)=2f(x) =2f(x)=2, the value of f(x)f(x)f(x) is always2, regardless of the value of xxx.(a) f(7)=2f(7) =2f(7)=2 (b) f(−7)=2f(-7) =2f(−7)=2 (c) f(.6)=2f(.6) =2f(.6)=2 (d) f(−.3)=2f(-.3) =2f(−.3)=2

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QuestionFind $f(x)=2$ . Calculate $f(7)$ , $f(-7)$ , $f(1.6)$ , $f(-1.3)$ . What is $f(7)$ ? A. $f(7)=$ B. $f(7)$ is undefined.

Assumptions1. The function is $f(x) =$ . . We are asked to find the values of $f(7)$ , $f(-7)$ , $f(1.6)$ , and $f(-1.3)$ .

The function $f(x) =2$ is a constant function. This means that for any value of $x$ , the value of $f(x)$ is always2.

To find the value of $f(7)$ , we substitute $x =7$ into the function.
$f(7) =2$

So, the value of $f(7)$ is2. Therefore, the correct choice is A. $f(7) =2$ .

Similarly, to find the value of $f(-7)$ , we substitute $x = -7$ into the function.
$f(-7) =2$

So, the value of $f(-)$ is also2.

To find the value of $f(1.6)$ , we substitute $x =1.6$ into the function.
$f(1.6) =2$

So, the value of $f(1.6)$ is2.

Finally, to find the value of $f(-.3)$ , we substitute $x = -.3$ into the function.
$f(-.3) =2$

So, the value of $f(-.3)$ is2.
In conclusion, for the function $f(x) =2$ , the value of $f(x)$ is always2, regardless of the value of $x$ .
(a) $f(7) =2$ (b) $f(-7) =2$ (c) $f(.6) =2$ (d) $f(-.3) =2$