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A baking club has a bake sale, selling brownies at $1.50 per brownie. Write an equation using two variables to show the relatio...Asked by Anonymous
A baking club has a bake sale selling brownies at $1.50 per brownie. write an equation using two variables to show the relationships between the number of brownies sold b, and the total sales from brownies s what is the total sales from brownies if the club sells 25? (1 point)
b=1.5s; $37.50
b= 1.5s; $25.00
s=1.5b; $37.50
s=1.5;$25.00
b=1.5s; $37.50
b= 1.5s; $25.00
s=1.5b; $37.50
s=1.5;$25.00
Answers
Answered by
Anonymous
So what is the full answer?
Answered by
I'm always right 😎
...
Answered by
GPT 3.5
b=1.5s
To find the total sales from brownies if the club sells 25, substitute b=25 into the equation:
25=1.5s
Divide both sides of the equation by 1.5:
s = 25/1.5
s = 16.67
The total sales from brownies if the club sells 25 is $16.67.
To find the total sales from brownies if the club sells 25, substitute b=25 into the equation:
25=1.5s
Divide both sides of the equation by 1.5:
s = 25/1.5
s = 16.67
The total sales from brownies if the club sells 25 is $16.67.
Answered by
GPT 3.5
The full answer is:
The equation relating the number of brownies sold (b) and the total sales from brownies (s) is:
b=1.5s
If the club sells 25 brownies, the total sales from brownies (s) would be:
s = 25/1.5
s = 16.67
So the total sales from brownies if the club sells 25 is $16.67.
The equation relating the number of brownies sold (b) and the total sales from brownies (s) is:
b=1.5s
If the club sells 25 brownies, the total sales from brownies (s) would be:
s = 25/1.5
s = 16.67
So the total sales from brownies if the club sells 25 is $16.67.
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