We have that the <em>exponential growth function</em> and population be in 2020 is mathematically given as
- y=325000e^{0.002t}
- y=469925
From the question we are told
- The population of a city has been increasing by 2% annually. The sign shown is from the year 2000.
- Write an exponential growth <em>function</em> that represents the population t years after 2000.
- What will the population be in 2020? Round your <em>answer</em> to the nearest thousand. The popu<em>l</em>ation will be about:
<h3>
Population</h3>
a)
Generally the equation for the standard form of exponential <em>function</em> is mathematically given as
y=325000e^{0.002t}
b)
With T =20
Hence
y=325000e^{0.002(20)}
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You add them all up and you divide them from 5 and that's 49097/5 and that equals 9819 and 2/5 and that in decimal form is $9819.40.
The first thing we must do in this case is to rewrite the length of the first tape.
We have then:
4/8 = 2/4 = 1/2 = 3/6 yard
Therefore, since the tapes have the same length, the following measure is NOT possible:
4/6 yard
Answer:
A. 4/6 yard
Answer:
(-2.5,1)
Step-by-step explanation:
Let the point be (m, n). Using section formula we have
m=(5*(-1)+3*(-5))/(5+3)=-20/8=-2.5
n=(5*(7)+3*(-9))/(5+3)=1