Homework on Functions - Questions

Zero is an even number, F(0) = 0^2 = 0.

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  1. A function is quite simply a computation.

  2. a) 4
    b) 17
    c) 0

  3. f(x) = (x/4) -5

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  1. A function is a computation that relates an input to an output.

  2. a) =4
    b) =17
    c) =0

  3. f(x) = x/4-5

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  1. A function is a computation of math. It is an output from a set of given inputs.

  2. a) = 4
    b) = 17
    c) = 0

  3. f(x) = (x/4)-5

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  1. A function is when you enter an input into a calculation to get an output. the output will vary if the input variable is different.

2 A, What does x^2 mean…what is ^ ?
2 B, if x is 7 = 17
2.C, if x is 0 = then f(0)= 0^2 β€”0 squared? 0, 0+10 =10

  1. f(x) = (x/4) - 5
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Functions are computations that are fields entered into the input then give an answer in the output.

a)4
b)17
c)0

f(x)=(x/4)-5

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1. Describe what a function does in your own words

A function is a small piece of code which takes some input and gives us desired output according to the code.

2. Calculate the output of the following function

f(x) = {

x^2 if x is even

x+10 if x is odd

}

What will be the output for the following inputs?

a) f(2) gives β€œ4” as an output

b) f(7) gives β€œ17” as an output

c) f(0) gives β€œ0” as an output

3. Write the definition of a function f that takes an input x, divides it by four, and then outputs that result subtracted by 5.

f(x) = (x/4) - 5

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Is this a typo? :wink:

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I appreciate you correcting me thank you. @Alko89

1. Describe what a function does in your own words
A function maps a set of inputs to a set of possible outputs

2. Calculate the output of the function
(a) 4
(b) 17
Β© 0

3.
f(x) = (x/4) - 5

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Questions:
. Function takes an input and applies a given mathematical operation to that input to determine the output.
. f(2) = 4, f(7) = 17, f(0) = 0
. f(x) = x/4 - 5

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1.Describe what a function does in your own words
A function is a rule for pairing things up with each other. A function has inputs, it has outputs, and it pairs the inputs with the outputs. There is one important restriction to this pairing: Each input can be paired with only one output.

Calculate the output of the following function

f(x) = {

x^2 if x is even

x+10 if x is odd

}
Answers:
(a) f(2) = 4
(b) f7) = 17
(c) f(0) = 0

3.Write the definition of a function f that takes an input x, divides it by four and then outputs that result subtracted by 5.
f(x) = (x/4)-5
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  1. A function is where you plug in a number for a variable to change an equation.

  2. a. 2^2=4
    b. 7+10=17
    c. 0^2=0

  3. f(x)=(x/4) -5

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  1. a function is a computation. it has an input and output.

  2. a) f(2) = 4
    b) f(7) = 17
    c) f(0) = 0

  3. f(x) = x-5

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  1. A function is a computation that takes an input, such as X, and provides an output.

  2. Here are the answers: a) 4, b) 17, c) 0

  3. f(x)= (x :heavy_division_sign: 4) - 5

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  1. Describe what a function does in your own words
    Takes an input and creates an output based on some defined process.

  2. Calculate the output of the following function

  • a) f(2) = 4
  • b) f(7) = 17
  • c) f(0) = 0
  1. Write the definition of a function f that takes an input x, divides it by four and then outputs that result subtracted by 5.
f(x){ (x/4) - 5 }
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  1. Describe what a function does in your own words: a function takes one or more inputs to produce an expected output.
  2. Calculate the output of the following function:
  • a) f(2) = 4
  • b) f(7) = 17
  • c) f(0) = 0
  1. Write the definition of a function f that takes an input x, divides it by four and then outputs that result subtracted by 5.
f(x) = {x/4 - 5 }
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  1. Function is a mathematical equation in which X is a the input value that determines what is the output value based on what the function does.

A) 4
B) 17
C) 0

  1. f(x)= x/4-5
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  1. Function is computation that takes an input, makes a computation, and gives an output based on the

2a) f(2)= 2^2=4
b) f(7)= 7+10=17
c). f(0)=0^2=0

3 f(x)=x/4-5

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1.A function takes a specific input (x) value and produces a certain output based on the input action/data.

  • f(2)=4

  • f(7) = 17

  • f(0)=0

  1. f(x)={(x/4)-5}
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