![eithzyd1648](/avatars/29221.jpg)
eithzyd1648
21.09.2020 •
Mathematics
Maria brought 17 packs of cola to a party, and each pack had 6 cans. Kira brought 9 cans of juice. How many cans did they bring in all?
Solved
Show answers
More tips
- S Style and Beauty How to Get Rid of Under Eye Bags?...
- C Computers and Internet How to Get Rid of Windows Genuine Check?...
- C Computers and Internet War of Social Media: Which Platform is the Leader?...
- H Health and Medicine How to Treat the Flu: A Comprehensive Guide...
- O Other What is a Disk Emulsifier and How Does it Work?...
- F Family and Home What does a newborn need?...
- F Family and Home Choosing the Right Car Seat for Your Child: Tips and Recommendations...
- F Food and Cooking How to Get Reconfirmation of Registration?...
- C Computers and Internet How to Get Rid of Spam in ICQ?...
- A Art and Culture Who Said The Less We Love a Woman, the More She Likes Us ?...
Answers on questions: Mathematics
- M Mathematics Chris bought clothes for school. she bought 3 shirts for $12 each and a skirt for $15. how much money did chris spend on her new school clothes?...
- M Mathematics A shirt and a pair of pants cost $455. If the shirt cost $95 more than the pants, calculate the cost of 3 shirts and 3 pairs of pants....
- C Chemistry Why is the speed of sound more in solids than in gases ?...
- C Chemistry Explain why a nerve impulse need both an electrical impulse and a chemical impulse? Please answer in detail...
Ответ:
Maria:
No. of cans in a pack = 6
No.of cans in 17 pack = 6 * 17 = 102 cans
No. of cans bought by Heather = 9 cans
Total cans = 102 + 9 = 111 cans
Ответ:
a = 3/28
Step-by-step explanation:
To start solving for a variable, you need to isolate it.
-4/3b = 4a
-4/3 divided by 4 equals -4/12 or -1/3
a = -1/3b
To completely solve for a we need to plug it back in and solve for b.
b = (4(-1/3b)) - 3/4
b = -4/3b - 3/4
7/3b = -3/4
b = -9/28
Finally, we can plug b back in to the previous equation we got for a to solve for a.
a = -1/3(-9/28)
a = 3/28
Furthermore, we can check if this is correct by plugging in 3/28 for a into the original problem and see if we get what we got for b (-9/28)