Write a rule that describes the relationship between minutes and second.
Write a rule that describes the relationship between minutes and second.
Find the rule for each function table.
x y
2 -2
0 0
-2 2
-4 4
it looks like the x is the opposite of the y.
So y = -x
How about
seconds = 60*minutes
yeah 60m=s
minutes=m
seconds=s
To find the rule that describes the relationship between minutes and seconds, we can look at the given function table:
x y
2 -2
0 0
-2 2
-4 4
From the table, it can be observed that the value of y (seconds) is equal to the opposite of x (minutes). So, we can deduce that the rule is: y = -x.
Additionally, there is another way to relate minutes and seconds. Since there are 60 seconds in every minute, we can use the formula seconds = 60 * minutes. This formula states that the number of seconds is equal to 60 multiplied by the number of minutes.
In this case, let's represent minutes with 'm' and seconds with 's'. So, we have:
minutes = m
seconds = s
According to the formula, 60 * m = s. This equation implies that 60 multiplied by the value of minutes will give us the corresponding value of seconds.