Identify Functions – Function Rules Quiz

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Test your understanding of functions and non-functions.

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Froggy Jumps Identify Functions – Function Rules QuizVersión en línea Test your understanding of functions and non-functions. por doaa 1 What makes a relation a function? a Inputs can map to multiple outputs b Every input has exactly one output c Outputs are unique for each output value 2 Which scenario is NOT a function? a One input maps to one output b One input maps to two different outputs c No inputs map to outputs 3 If input 5 maps to 0, 5, and 10, is it a function? a No b Only if outputs are repeated c Yes, it is 4 In a table, every input has a single output. This relation is: a A function b Indeterminate c Not a function 5 Which is a valid function example? a Input 2 -> Output -3 b Input 2 -> no output c Input 2 -> Outputs -3 and -4 6 Why is the relation 1->A, 1->B not a function? a All inputs are unique b Input 1 has two outputs c It has exactly one input 7 A relation lists 0->-1, 1->-2, 2->-3, 3->-4. Is this a function? a Yes b No, because outputs are negative c No, because inputs are sequential 8 If multiple rows show 5 mapping to 0, 5, and 5, what is true? a Function only if inputs differ b Function with repeated outputs c Not a function 9 A relation with inputs -4, -1, 6, 8 all mapping to 31 is: a Not a function b Indeterminate c A function 10 What must hold for a relation to be a function? a Outputs are all unique b Each output has many inputs c Each input has exactly one output

Froggy Jumps

Identify Functions – Function Rules QuizVersión en línea

Test your understanding of functions and non-functions.

por doaa

What makes a relation a function?

Inputs can map to multiple outputs

Every input has exactly one output

Outputs are unique for each output value

Which scenario is NOT a function?

One input maps to one output

One input maps to two different outputs

No inputs map to outputs

If input 5 maps to 0, 5, and 10, is it a function?

Only if outputs are repeated

Yes, it is

In a table, every input has a single output. This relation is:

A function

Indeterminate

Not a function

Which is a valid function example?

Input 2 -> Output -3

Input 2 -> no output

Input 2 -> Outputs -3 and -4

Why is the relation 1->A, 1->B not a function?

All inputs are unique

Input 1 has two outputs

It has exactly one input

A relation lists 0->-1, 1->-2, 2->-3, 3->-4. Is this a function?

Yes

No, because outputs are negative

No, because inputs are sequential

If multiple rows show 5 mapping to 0, 5, and 5, what is true?

Function only if inputs differ

Function with repeated outputs

Not a function

A relation with inputs -4, -1, 6, 8 all mapping to 31 is:

Not a function

Indeterminate

A function

What must hold for a relation to be a function?

Outputs are all unique

Each output has many inputs

Each input has exactly one output

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Identify Functions – Function Rules Quiz

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Identify Functions – Function Rules QuizVersión en línea

por doaa

What makes a relation a function?

Which scenario is NOT a function?

If input 5 maps to 0, 5, and 10, is it a function?

In a table, every input has a single output. This relation is:

Which is a valid function example?

Why is the relation 1->A, 1->B not a function?

A relation lists 0->-1, 1->-2, 2->-3, 3->-4. Is this a function?

If multiple rows show 5 mapping to 0, 5, and 5, what is true?

A relation with inputs -4, -1, 6, 8 all mapping to 31 is:

What must hold for a relation to be a function?

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