Kiara bought 78 stickers .She bought 6 strips of 10 and some singles How many singles did she buy.? Write an equation for each combination of singles and strips.
6x10=60
78-60=18 so the answer is 19
Let x = the number of singles
6 * 10 + x = 78
60 + x = 78
x = 78 - 60
x = 18
I meant 18
78-60=18
keith bought 94 stickers as well.he bought 8 strips of 10 and some singles.how many singles did he buy?
36x56=84ruvjvw
gowh
that was accident
To find out how many singles Kiara bought, we first need to determine the total number of stickers she bought in strips. Kiara bought 6 strips of 10 stickers each, which means she bought 6 x 10 = 60 stickers in strips.
To find the number of single stickers Kiara bought, we subtract the number of stickers bought in strips from the total number of stickers she bought. So, Kiara bought 78 − 60 = 18 single stickers.
Now, let's write equations to represent the combination of singles and strips Kiara bought:
1. Equation for the total number of stickers Kiara bought:
Total stickers = Stickers in strips + Single stickers
78 = 60 + Single stickers
2. Equation for the number of single stickers Kiara bought:
Single stickers = Total stickers − Stickers in strips
Single stickers = 78 − 60
Therefore, Kiara bought 18 single stickers.