a. Use a metric ruler to measure the distances between Robinson and Neale on the map. b. Using the scale of the map, find the approximate actual distance by air (not by roads), between Robinson and Neale. c. Approximately how many square miles are shown on this map?

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a. Use a metric ruler to measure the distances between Robinson and Neale on the map. b. Using the scale of the map, find the approximate actual distance by air (not by roads), between Robinson and Neale. c. Approximately how many square miles are shown on this map?

Mathematics
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http://www.intervisualtechnology.us/data/1/12383/texasmap.jpg is the link to the map
Ok please pull out your ruler and mark it down then post it; I'll go over it
2.4 centimeters is what you messaged me; what's the mileage

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Looks like 4 miles to me
Thats the part i'm having trouble with. The scale says 0-5 miles, but idk how to incorporate that with the 2.4 centimeters.
Is this an essay question?
no
I think you separate it
So you measured the distance between Robinson and Neale and got 2.4 cm?
yea
use a ruler to measure how long the "0-5" bar is
2.1 cm
x = actual distance from Robinson to Neale solve the proportion for x \[\Large \frac{\text{Actual Distance}}{\text{Distance on paper}} = \frac{\text{Actual Distance}}{\text{Distance on paper}}\] \[\Large \frac{x}{2.4} = \frac{5}{2.1}\] \[\Large x = ???\]
5.7
but it says to find the distance by air and not by roads, what about that part?
that's the actual air distance
and it would be 5.7 for part C also?
measure the width and height of the entire map with the ruler
what do you get?
6.8 cm length and width
so do i just multiply that now?
well you first have to convert those distances on paper to actual distances
by using a proportion like shown above
so then 16.19
i mean 16.19 is the length and width, and multiplying it i get 262.12
so you just found that 6.8 cm on paper corresponds to 16.19 miles in actual distance
and yeah the approximate actual area is 262.1161 square miles
yea, i set it up like 5/2.1 = x/6.8 is that right?
yes it is
cool, thank you!
no problem

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