Asked by Kylie<3
HELP!!!
I don't understand the question and need an asnwer fast!
Two different memberships are available at a discount department store. The Type A membership costs $200 and allows you to enter the store and take 75% off the marked price. The Type B membership costs $50 and allows you to enter the store and pay 62.5% of the marked price.
Type A membership: c = 0.25p + $200
Type B membership: c = 0.625p + $50
How many dollars worth of merchandise would a person have to buy for the cost of the Type A membership to equal the cost of the Type B membership?
I don't understand the question and need an asnwer fast!
Two different memberships are available at a discount department store. The Type A membership costs $200 and allows you to enter the store and take 75% off the marked price. The Type B membership costs $50 and allows you to enter the store and pay 62.5% of the marked price.
Type A membership: c = 0.25p + $200
Type B membership: c = 0.625p + $50
How many dollars worth of merchandise would a person have to buy for the cost of the Type A membership to equal the cost of the Type B membership?
Answers
Answered by
Kylie<3
Really? anyone???
Answered by
Henry
When A = B,
0.25p + 200 = 0.625p + 50,
0.25p - 0.625p = 50 - 200,
-0.375p = -150,
P = $400.
0.25p + 200 = 0.625p + 50,
0.25p - 0.625p = 50 - 200,
-0.375p = -150,
P = $400.
Answered by
JSHJHDH
The booster club sold tickets to a high school basketball game. They sold 700 student tickets and 500 general admission tickets, and raised a total of $5000. The combined cost of one student ticket and one general admission ticket was $8.
The equations and graph below can be used to determine how much each ticket type cost, where s represents the cost of one student ticket and g represents the cost of one general admission ticket.
Total ticket sales: 700s + 500g = $5000
Total cost for one student and one general admission ticket: s + g = 8
What was the price, in dollars, of a general admission ticket?
The equations and graph below can be used to determine how much each ticket type cost, where s represents the cost of one student ticket and g represents the cost of one general admission ticket.
Total ticket sales: 700s + 500g = $5000
Total cost for one student and one general admission ticket: s + g = 8
What was the price, in dollars, of a general admission ticket?
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.