3619.11 or <span>2412.74 ...............</span>
What integer is less than 37 but greater than 35?
Answer:
397 feet
Step-by-step explanation:
All you have to do is subtract the feet of Town R from Town M. The equation would look like this.
679 - 282 =397
So Town R is 397 feet higher than Town M.
Hope that helps and have a great day!
This question involves a system of equations.
for the variables we will use c for computer, p for printer, and s for scanner.
in order to solve a system of equations, we need to solve one variable, so we will just pick c because we are solving for the computer.
when we set up the
equation, we need to convert all the variables into an applicable form of c, since that is the variable we are solving for. we can do this because we have information on how the other variables differ on c.
so we get these translations:
c = c
p = c - 1502
s = p - 123
however, the scanner is not translated to c yet, it is translated into p, but we know p can translate into c, so we plug in the equation for p as so:
s = (c - 1502) - 123
which translates to
s = c - 1625
now we have
c = c
p = c - 1502
s = c - 1625
now that we have the translations, we have to use the original equation given to us which is
c + p + s = 2543
which, with our translations can be said as
c + (c - 1502) + (c - 1625) = 2543
which simplifies to
3c - 3127 = 2543.
now, we add 3127 to both sides to get
3c = 5670
then, we divide 3 to both sides to get
c = 1890
so the computer costs 1890.
if you want to find the price for the printer and scanner, simply take c and plug it in to the other equations as so.
p = 1890 - 1502 (388)
s = 1890 - 1625 (265)
Applying the formula for the exponential growth model, the growth rate is 0.046447277776453351798354258063923
the exponential growth is a data pattern that illustrates an increase over time by generating an exponential function curve.
The exponential growth model can be expressed as:
P(t) = P(0) x e^(k.t)
Where:
P(t) = Value at time t
P(0) = Initial value
k = growth rate
Information from the problem:
P(0) = 491,675
P(t) = 782,341
t = 2010 - 2000 = 10 years
Substitute the data into the formula:
782,341 = 491,675 x e^{10k}
e^{10k} = 782,341 / 491,675
10 k . ln e = ln (782,341 / 491,675)
10 k = 0.46447277776453351798354258063923
k = 0.046447277776453351798354258063923
Read more about the exponential growth model here:
brainly.com/question/14973088
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