function or not a function 3. 4 I10 11 I12 13DRAG EACH LETTER BASED ON WHETHER OR NOT THE CORRESPONDING REPRESENTATIONREPRESENTS Y AS A FUNCTION OF X.AFUNCTION6.7{(2, 3),(7, 3),(1, 3)}x0205y 9875-5-2{(6, 4),(6, 3),(6, 1)}NOT A FUNCTION301 2345Hx 2 47 9-28.1216Y036 8DRAG THESEOManeuvaring the Middle LLC, 2019O LO O O112 m234DENTIFYING FUNCTIONS

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Description: function or not a function 3. 4 I10 11 I12 13DRAG EACH LETTER BASED ON WHETHER OR NOT THE CORRESPONDING REPRESENTATIONREPRESENTS Y AS A FUNCTION OF X.AFUNCTION6.7{(2, 3),(7, 3),(1, 3)}x0205y 9875-5-2{(6, 4),(6, 3),(6, 1)}NOT A FUNCTION301 2345Hx 2 47

A function is a relation where each input has only one output.

Math

Geometry

DRAG EACH LETTER BASED ON WHETHER OR NOT THE CORRESPONDING REPRESENTATION REPRESENTS Y AS A FUNCTION OF X. A B FUNCTION 6. 7 8. x 0205 {(2, 3),(7, 3),(1, 3)} Y 987 5 10 15 20 30 {(6, 4),(6, 3),(6, 1)} -2 NOT A FUNCTION G 4 8 12 16 x 247 9 Y0368 D DRAG THESE5 234

DRAG EACH LETTER BASED ON WHETHER OR NOT THE CORRESPONDING REPRESENTATION REPRESENTS Y AS A FUNCTION OF X. A B FUNCTION 6. 7 8. x 0205 {(2, 3),(7, 3),(1, 3)} Y 987 5 10 15 20 30 {(6, 4),(6, 3),(6, 1)} -2 NOT A FUNCTION G 4 8 12 16 x 247 9 Y0368 D DRAG THESE5 234

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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Topic Video

Question

function or not a function

3. 4 I
10 11 I
12 13
DRAG EACH LETTER BASED ON WHETHER OR NOT THE CORRESPONDING REPRESENTATION
REPRESENTS Y AS A FUNCTION OF X.
A
FUNCTION
6.
7
{(2, 3),(7, 3),(1, 3)}
x0205
y 9875
-5
-2
{(6, 4),(6, 3),(6, 1)}
NOT A FUNCTION
30
1 2345
H
x 2 47 9
-2
8.
12
16
Y036 8
DRAG THESE
OManeuvaring the Middle LLC, 2019
O LO O O
112 m
234
DENTIFYING FUNCTIONS

Expression, rule, or law that gives the relationship between an independent variable and dependent variable. Some important types of functions are injective function, surjective function, polynomial function, and inverse function.

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