Wesley wants to plant three more tomato plants than squash plants in his garden. Which of the following shows how the number of tomato plants, y, changes as the number of squash plants, x, changes?
W.
X.
Y.
Z.
A.
Y
B.
W
C.
Z
D.
X
The correct answer is B. W.
The question asks for how the number of tomato plants, y, changes as the number of squash plants, x, changes. Therefore, we are looking for a function or equation that represents this relationship.
Based on the given information that Wesley wants to plant three more tomato plants than squash plants, we can set up the equation y = x + 3.
In this equation, x represents the number of squash plants, and (x + 3) represents the number of tomato plants. As the number of squash plants increases, the number of tomato plants will also increase, but always by three more than the number of squash plants.
Therefore, the correct answer is B. W.
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Given that Wesley wants to plant three more tomato plants than squash plants, we can set up the equation y = x + 3, where x represents the number of squash plants and y represents the number of tomato plants.
In this equation, as the number of squash plants increases, the number of tomato plants will also increase, but always by three more than the number of squash plants.
Therefore, the correct answer is D. X.
To determine how the number of tomato plants, y, changes as the number of squash plants, x, changes, we need to understand the relationship between the two variables.
According to the given information, Wesley wants to plant three more tomato plants than squash plants. This implies that the number of tomato plants, y, is equal to the number of squash plants, x, plus three.
In equation form, we have:
y = x + 3
Based on this relationship, we can determine that the correct answer is A.