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Find the constant of proportionality and the unit rate for the data in the table. Then write an equation to represent the relationship between time t and distance d. time and distance table

Mathematics
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1 Attachment
D=KT K=45
m confse can u showme step by step

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Other answers:

you have to find the common change
The best I can say is you need to divide them, 90/2=45
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still confuse....
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d=45t ???
If you divide each of them, what is the number you get each time?
45
Good. So that is the common change that @Hope_nicole was talking about.
is tht all?
I have a f in math im sooooooooooooo confuse...
constant of proportionality - the constant value of the ratio of two proportional quantities x and y; usually written y = kx, where k is the factor of proportionality \[90 = 2k\]\[135 = 3k\]etc, etc So we know that 45 is the factor of proportionality, which is the first part of your problem. The unit rate is one over the factor of proportionality, so it would be 1/45 (45 miles per hour)
or would it be 45/1?
Yes, it is 45/1\[\frac{ 45 miles }{ 1 hour }\] So now all you have to do is write an equation representing the rate.
IT WOULD BE 1/45 RIGHT
srry caps
No, it is 45/1. I made a mistake.
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