you are spending $144 for new sweaters, T-shirts, and pants. Sweaters(s) cost $28, T shirts (t) and pants (p) cost $23 each. Which equation represents this situation
Let's assume the number of sweaters is s, the number of T-shirts is t, and the number of pants is p.
We know that the cost of each sweater is $28, and we need to represent that in terms of s. Thus, the cost of sweaters will be 28s.
Similarly, the cost of each T-shirt and pants is $23, so the cost of T-shirts will be 23t and the cost of pants will be 23p.
Since the total cost of all the items is $144, the equation representing this situation is:
28s + 23t + 23p = 144
Let's represent the number of sweaters as 's', the number of T-shirts as 't', and the number of pants as 'p'.
The cost of each sweater is $28. So, the total cost of sweaters would be 28s.
The cost of each T-shirt is $23. So, the total cost of T-shirts would be 23t.
The cost of each pant is also $23. So, the total cost of pants would be 23p.
We are given that the total cost of sweaters, T-shirts, and pants is $144. So, the equation for the total cost can be written as:
28s + 23t + 23p = 144