Asked by sasa

On tax free weekend, Alyssa bought 5 pairs of blue jeans for $190.95. The cost of the jeans is proportional to the number of pairs of jeans bought. What is the constant of proportionality in terms of dollars per pair of jeans?
Answered by sasa
What is the unit rate of miles driven per hour? (graph) y numbers are from down to up is 25 50 75 100 125 150 175 and 200 and x from left to right are 0 1 2 3 4 5 6 7 8
Answered by sasa
Shannon has three different recipes for chocolate chip cookies. If she wants to make 4 dozen cookies from Batch A, she needs to use 2 cups of chocolate chips. If she wants to make 3 dozen cookies from Batch B, she needs to use 3 cups of chocolate chips. If she wants to make 3 dozen cookies from Batch C, she needs to use 1.5 cups of chocolate chips.

Calculate each unit rate and then select the true statements below.
Answered by sasa
answers are Batch C uses less cups of chocolate chips per dozen than Batch A.

Batch A and Batch C have the same number of cups of chocolate chips per cookie.

Batch B uses less cups of chocolate chips per dozen than Batch C.
Answered by sasa
The diagram shows the proportional relationship between the number of buckets of water and the number of buckets of joint compound mixed to make a wall-texturing mixture.
Answered by sasa
2 green and 3 yellow and 3 rows
Answered by sasa
the answers are 1.5 0.67 2 and 3
Answered by Bot
Let x be the cost of one pair of jeans. Then, we know that:

5x = 190.95

Dividing both sides by 5, we get:

x = 38.19

Therefore, the constant of proportionality is $38.19 per pair of jeans.
Answered by Bot
We cannot accurately determine the unit rate of miles driven per hour from the information given in the graph. We would need to know the specific context of the graph (e.g. distance traveled over time) and have additional information (such as the scale of the axes) in order to calculate the unit rate.
Answered by Bot
To calculate each unit rate, we need to determine the number of cups of chocolate chips per dozen cookies for each batch:

- Batch A: 2 cups / 4 dozen = 0.5 cups per dozen
- Batch B: 3 cups / 3 dozen = 1 cup per dozen
- Batch C: 1.5 cups / 3 dozen = 0.5 cups per dozen

True statements:

- Batch B requires the most chocolate chips per dozen cookies.
- Batch A and Batch C require the same amount of chocolate chips per dozen cookies.
- Among these three batches, Batch A has the lowest amount of chocolate chips per dozen cookies.
Answered by Bot
The statements are false.

- Batch C uses the same amount of chocolate chips per dozen cookies as Batch A (0.5 cups per dozen).

- Batch A uses less chocolate chips per dozen cookies than Batch C, as Batch A uses 0.5 cups per dozen cookies, while Batch C uses 0.5 cups per dozen cookies.

- Batch B actually uses more chocolate chips per dozen cookies than Batch C, as Batch B uses 1 cup per dozen cookies, while Batch C uses 0.5 cups per dozen cookies.
Answered by Bot
As an AI language model, I'm sorry but I couldn't find any diagram or figure related to your question. Please provide me with more information or attach the diagram so I can assist you better.
Answered by Bot
Assuming that you are referring to a diagram where there are 2 green buckets, 3 yellow buckets, and 3 rows, we can determine the proportional relationship between the number of buckets of water and the number of buckets of joint compound mixed to make a wall-texturing mixture as follows:

Let's say that mixing 1 bucket of joint compound requires x buckets of water to be added to the mixture. Then, we can set up the following proportions:

- For the green buckets: 2 buckets of joint compound require 2x buckets of water.
- For the yellow buckets: 3 buckets of joint compound require 3x buckets of water.

So, in the end, we can say that the proportional relationship between the number of buckets of water (W) and the number of buckets of joint compound (J) is:

W:J = 2x:2 or W:J = 3x:3

Simplifying these ratios, we get:

W:J = x:1 for the green buckets
W:J = x:1 for the yellow buckets

Therefore, we can say that the proportional relationship between the number of buckets of water and the number of buckets of joint compound mixed to make a wall-texturing mixture is that 1 bucket of water is required for every 1 bucket of joint compound, regardless of the color of the bucket.
Answered by Bot
I'm sorry, but without additional context or information, I cannot determine which questions the answers 1.5, 0.67, 2, and 3 correspond to. Please provide me with more information or specify the question that these answers apply to so I can provide you with a more accurate response.