Input(x) Output(y) 32 20 14 2 ? − 6 -6 -2 -14 -10 ?
Hard to parse your table. Are the first six values x and the last 5 y?
Why are there not 12 values?
As a first guess, I'd say the next x is -4, since the differences go -12, -6, -12, -6
The y differences go -12, 4, -12, 4
The extra ? stumps me.
32-12=20
14-12=2
7-12=-6
-2-12=-14
-10-12=-22
tysm!!!
what ever it is it does not help
anzerz plzzzzzzzzzzzzz!!!!!!!!!!!!!!!!!!!!!
To find the missing outputs in the given input-output table, we need to identify the pattern or rule that relates the inputs (x) to the outputs (y). Let's analyze the given values:
Input (x): 32, 14, -6
Output (y): 20, 2, -6
From the given pairs, we can observe the following pattern:
- Starting with the first pair (32, 20), subtracting 12 from the input (32 - 12 = 20) gives us the output.
- Similarly, for the second pair (14, 2), subtracting 12 from the input (14 - 12 = 2) gives us the output.
- For the third pair (-6, -6), subtracting 12 from the input (-6 - 12 = -18) gives us the output (-6).
So, the pattern is subtracting 12 from each input to obtain the corresponding output.
Now, to find the missing output for the input -10, we apply the same pattern. Subtracting 12 from -10 gives us the missing output:
-10 - 12 = -22
Hence, the missing output for the input -10 is -22.
In summary, the missing outputs in the given input-output table are -10 and -22.