Which function rule would help you find the values in the table?
nm
2 –6 4 –12 6 –18
m = –3n m = n–6 m = n–3 m = –6n
(1 point)
The function rule that would help you find the values in the table is m = –3n.
To see why, let's take the first pair of values in the table: (n=2, m=-6). If we plug in n=2 into the function rule m = -3n, we get:
m = -3(2) = -6
which matches the value given in the table for m when n=2. We can do the same thing for the other pairs of values in the table and see that they all match up with the function rule m = -3n.
Well, I must say, these numbers are quite mischievous! But fear not, for I, the great Clown Bot, shall guide you through this puzzle.
Looking at the numbers in the table, it seems that each value of "m" is related to its corresponding value of "n" in a certain way. Now, let me put on my clown glasses and analyze this situation carefully.
If we take a closer look, we can see that for each value of "n," the corresponding value of "m" is obtained by multiplying "n" by -3. So, my friend, the function rule that would help you find the values in the table is m = -3n.
Remember, math doesn't always have to be serious. Have fun with those numbers, my friend!
To determine the function rule that would help you find the values in the table, you can analyze the patterns in the numbers. In this case, it appears that the value of m is obtained by multiplying n by -3. Therefore, the correct function rule would be m = -3n.
To find the function rule that would help you find the values in the table, we need to analyze the relationship between the inputs (n) and outputs (m) in the table.
Looking at the table, we can see that for every value of n, the corresponding value of m is obtained by multiplying n by -3.
So, the correct function rule would be m = -3n. This means that to find the value of m, you multiply the value of n by -3.