# The regression equation you found for the water lilies is y = 3-915(1.106)*. N In terms of the water lily population change the value

the value of 3.915 is the initial number of water lilies. it is approximately 4, which matches the data. the value of 1.106 is the growth rate. the rate represents growth for each day which is 10.6% Step-by-step explanation:

0.7 can also be written as 7/10. All you need to do is multiply 7/10 by 1/10. You will get 7/100 which is 0.07

The way you can figure this out better is if you use one then 1/10 of 1 is .1 so 1/10 of 0.7 is 0.07 because you put the decimal point one place to the left of last time. This can be seen in my example of 1/10 of 1 is 0.1 Because in 1 it looks like this: 1.0 then you made it from 1.0 to 0.1 that is how you know that 1/10 of 0.7 is 0.07.

The value of 3.915 is the initial number
of water lilies.
It is approximately 4, which matches
the data.
The value 1.106 is the growth rate.
The rate represents growth for each day.
The percentage growth each day is 10.6%
Step-by-step explanation: on edge

Also Read :   A brief overview of the chemical equation balancer

– the value of 3.915 is the initial number of water lilies – it is approximately 4, which matches the data – the value 1.106 is the growth rate – the rate represents growth for each day – the percentage growth each day is 10.6%