as long as no two distinct pairs have the same 1st element, it is a function.
So, what do you think?
Is the relation a function{(14,15),(5,7),(3,10),(11,1),(5,8) yes or no
19 answers
Yes
Hmmm. What is f(5)? 7 or 8?
It's not a function. The answere is NO check on brainly you'll see it
1. C
2. A
3. B
4. C
5. A
6. A
hope this helps. <3
2. A
3. B
4. C
5. A
6. A
hope this helps. <3
answers is correct
ANSWERS still right 2020
Answers’ post is still 100% correct for 2021
the teachers really be disliking these cause they don’t want students to cheat LOL- @answers is correct tho :)
the first question has only 2 options lol
Depending on Quick Check Mine being HAL2 (Honors Algebra 2)
Answers
A
A
B
D
C
A
Answers
A
A
B
D
C
A
^^ he's right. 100%
3,4,3 -20,4,6
(20,15)(20,-17)(9, -14)
(14, -10 )(14,0)(7, -7 )
(4,13)(-5, 12 )(-5, 13 )
(-15,6)(15, 9 )(18,9)(18,7)(-5, -7 )
(10,7)(10,10)(-6,15)(10,15)(6,20)(15,15)
Answers is still correct and it's 2022
1 answer