Asked by Katalina

Which equation matches the statement "The product of 3 and the difference of a number and 10 is 15"

Answer choices:
3 + (x - 10) = 15
3x - 10 = 15
3 (x - 10) = 15
3 x/10 = 15
Answered by Ms. Sue
I'll be glad to check your answer.
Answered by Chelle
The difference of a number and ten
(x - 10)
The product of three
3 x (x - 10)
Is 15
3 x (x - 10) = 15

3(x - 10) = 15

3x - 30 = 15
+30 +30
__________________________

3x = 45
____ ____
3 3

x = 15
Answered by steph
so what is the answer??!??
Answered by SPN fan @Nerdyangelwithwings
The answer is 3 (x-10)=15
Answered by The boy that has no friends
thanks SPN fan
Answered by MarineCat6
Here is the answers to the whole quick check:

1. A
2. B
3. C
4. B
5. D

I go to Connections Academy! >^.^< :D
Answered by Kat
Thank you sm I GOT A 100%

Abcvd
Answered by Anonymous
Thank you.
Answered by ghibli
awesome 100%
also i love all of you and whoever is reading this
Answered by aaliyah
lol im not apart of this but great job to all of guys yall helped each other out and that's cool!!!
Answered by Francheska
the difference of 3 and the product of 3 and a number
Answered by Mariela
Marine is right , I got 5/5
Answered by Prettykawa (pretty oikawa)
MarineCats answers were correct thanks!
Answered by Correct
Everyone here is wrong, the correct answers are A, B, C, B, D. Trust me these are correct.
Answered by Correct
I am correct for connexus
Answered by MCR is back!!!!!!!
A
B
C
C
D
<3
Answered by ;-;
MCR is faking the answers, use the ones from 2018
Answered by hakR
Marine is telling the truth for A section
Answered by the
1. A
2. B
3. C
4. B
5. D

100% 2021
Answered by UwU
1. A
2. B
3. C
4. B
5. D

100% 2022

YALL ITS 2022 :o
Answered by marble
1. 24

2. q=-3

3. 3 (x -10) = 15

4. x- 14.5 = 156.5

5. 50 weeks
Answered by Kris the shadow maker🦊
Happy new year, and thx for the answers:)
Answered by Kris the shadow maker🦊
also for those of you who has 6 questions:
A. 24
B. q=-3
C. 3(x-10)=15
B. x-14.5=156.5
D. 50 weeks
D. subtraction property of equality
I got 100% with these:)
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