Pain says she should get $3 discount on the price of each shirt and a $3 discount on the price of each pair of jeans. Part 1 Write and simplify an expression to find the amount she would pay if this is true. Part 2 why are the amounts Pani pays in a and b different? Part 3 if were the shop owner, how would you change the sign? Explain please help answer the 3 parts. Thanks
We can't tell because you didn't post all of the information.
Can you help with part 1 of the problem?
Can yall give me the answer for god saint!!!!!!!!!!!!.
Part 1:
To calculate the amount Pain would pay after applying the discounts, we need to subtract the discounts from the original prices. Let's assume the original price of a shirt is 'S' dollars and the original price of a pair of jeans is 'J' dollars.
For each shirt, she gets a $3 discount, so the price she would pay for each shirt would be: S - $3.
Similarly, for each pair of jeans, she gets a $3 discount, so the price she would pay for each pair of jeans would be: J - $3.
To calculate the total amount Pain would pay, we need to multiply the discounted price of each item by the quantity of that item she intends to buy. Let's assume she wants to buy 'n' shirts and 'm' pairs of jeans.
The expression to calculate the total amount she would pay can be written as: Total amount = (S - $3) * n + (J - $3) * m.
Part 2:
The amounts Pain pays for shirts and jeans are different because she gets a discount on each item's price separately. Since the original prices of shirts and jeans might be different, the discounted amounts will also vary. Therefore, the total amount she pays for shirts and jeans will be different.
Part 3:
As the shop owner, if we want to represent discounts with a negative sign, we would need to modify the expression to subtract the discounts instead of adding them. Here's how it would look:
Total amount = (S + (-$3)) * n + (J + (-$3)) * m.
By using a negative sign in front of the discount amount, it represents a deduction from the original price.