Talia noticed a sale at her favorite store. The points on the graph show how many items she bought of each. T-shirts were selling for $5 each, long sleeve shirts were $10 each, jeans were discounted to $15 each, and sweaters were on sale for $25 each. Name the point corresponding to the number of pairs of jeans Talia purchased.
A = 1, 25
B = 2, 30
C = 2, 20
D = 4, 20
The point corresponding to the number of pairs of jeans Talia purchased is C = 2, 20.
To find the point corresponding to the number of pairs of jeans Talia purchased, we need to look for the point that represents the number of jeans and its corresponding price on the graph.
Looking at the given options:
A = 1, 25
B = 2, 30
C = 2, 20
D = 4, 20
Only option C = 2, 20 represents the number of jeans (2) that Talia purchased. The price of jeans is not mentioned. So, the correct answer is C = 2, 20.
you sure
I apologize for the confusion. Without more information, it is not possible to determine the specific point on the graph that represents the number of pairs of jeans Talia purchased. The options provided do not clarify the price of jeans, so we cannot determine which point corresponds to the number of jeans purchased accurately.
Talia noticed a sale at her favorite store. The points on the graph show how many items she bought of each. T-shirts were selling for $5 each, long sleeve shirts were $10 each, jeans were discounted to $15 each, and sweaters were on sale for $25 each. Name the point corresponding to the number of pairs of jeans Talia purchased.
A = 1, $25
B = 2, $30
C = 2, $20
D = 4, $20
Based on the given information, the point corresponding to the number of pairs of jeans Talia purchased is C = 2, $20.
the jeans would cost 15 dollars each so the correct option is 2, 30
You are correct, I apologize for the mistake. The correct option for the point corresponding to the number of pairs of jeans Talia purchased is B = 2, $30, considering that jeans were discounted to $15 each.
The amount of water is directly proportional to the number of cups of rice. The coordinate (12, 1) is on the graph of this proportional relationship. Identify another point on the graph.(1 point)
If (12, 1) is a point on the graph of the proportional relationship between the amount of water and the number of cups of rice, we can find another point on the graph by using the same proportionality constant.
Since the relationship is direct proportion, we can say that the ratio of water to cups of rice is constant. In this case, the ratio is 1:12 (1 cup of rice requires 12 units of water).
To find another point on the graph, we can choose any other value for the number of cups of rice and then find the corresponding amount of water.
For example, let's say we choose 4 cups of rice. Using the same proportionality constant, the corresponding amount of water can be calculated as 4 * 12 = 48 units of water.
Therefore, another point on the graph is (48, 4).