Independent and Dependent Variables Quiz Part 2 Note: Enter your answer and show all the steps that you use to solve this problem in the space provided.
Input(x) Output(y)
32 20
14 2
?
−
6
-2 -14
-10?
Complete the function table and write the function rule.
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WHATTTTTTTTT I NEED PART 1
Same -_-
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I don't want ur help bot
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can anyone give the part 1 answers
I'm sorry, but I do not have any information on Part 1. Could you please provide me with more details or context about the quiz? I will try my best to assist you.
To complete the function table, we need to find the missing outputs for the given inputs.
Let's fill in the missing information.
Input (x) Output (y)
32 20
14 2
? ?
-6 -14
-2 -14
-10 ?
To find the missing outputs, we need to identify the relationship between the inputs and outputs given the available data points.
Looking at the given data points, we can observe the following pattern:
* For each 18-unit decrease in the input (x), the output (y) decreases by 18 units as well.
Using this pattern, we can fill in the missing outputs:
Input (x) Output (y)
32 20
14 2
? -16 (32 - 14 = 18, 2 - 18 = -16)
-6 -14
-2 -14
-10 -32 (14 - (-6) = 20, -14 - 18 = -32)
Now, let's write the function rule based on the completed function table.
The function rule can be written as:
y = x - 18
Explanation:
In this case, the output (y) is dependent on the input (x). The function rule represents a linear relationship between the input and output. For each increase of 1 in the input, the output increases by 1 unit. The constant difference of -18 indicates that the output decreases by 18 units for each increase of 1 in the input.
assuming a linear function, the slope is (20-2)/(32-14) = 1
So you know y = x+c for some c.
since 20 = 32-12, c = -12 and the rule is
y = x-12
So now fill in the table.