3 years ago

What's the average of 200 and 300

2 answers:

8 0

The average should be at least 250 because if you add 200+300 that will 500 so it has to be between that amount so the average 250

skad [1K]3 years ago

5 0

To find the average, add both of the numbers and divide by the amount of numbers. For this, it is 200+300=500. Then, 500/2=250. The average is 250. Hope this helps! ;)

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Answer:

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With F represent the variable of interest:

$-65< F-725< 65$

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Step-by-step explanation:

For this case we have a normal limits for the temperature Range. The minimum is 660 F and the maximum 790 F.

We can find the midpoint of this interval like this:

$Midpoint= \frac{660+790}{2}= 725$

And the difference between the midpoint and the limits are:

$|790-725|= 65$

$|680-725|= 65$

So then we can create the following inequality:

$|F-725|$

With F represent the variable of interest.:

$-65< F-725< 65$

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