[Video] Q10: A = 1,321 + 0.3433mthe equation above can be used to estimate the body surface area a, in square centimeters, of a child with mass m, in grams, where 3,000 <= m <= 30,000. which of the following statements is consistent with the equation?

Explanation for Question 10 From the Math (No Calc) Section on the 2019 October Sat

Now for number 10, we're given this equation here, 2 which says that a is equal to 1,321 plus 3 0.3443 M. 4 And the question tells us that this equation estimates the body surface area, 5 which is a, so this is body surface area and square centimeters 6 of a child with mass M. So M is the mass of the child. 7 Um, and we're N has to be between 3000 and 30,000. 8 And so now it's asking us which of the following statements is consistent with 9 the equation. And so the first thing that I want to point out is 10 this is really the equation of a line, 11 right? We have a line here and we know that it's aligned first off 12 because it has a slope, right? 13 Where M is actually like an X value. 14 Um, an a is actually like a Y value. 15 So I could rewrite the equation. As for example, 16 Y equals one, three to one, plus 0.3, 17 four, four X. 18 And now if I simply switched, um, the placement of these two, 19 we have the equation of a line. So what's important to note is that 20 our 1, 3, 2, 1 is our Y intercept. 21 And the 0.3, 3.3, 22 4 43 is actually the slope. So now let's look at answer choice a, 23 which tells us that for each increase in one gram of mass. 24 So each time I increase M by one, 25 essentially, um, EI increases by 0.3, 26 4, 3, 3 square centimeter. 27 And that should make sense, right? Because say that I have an AMH of 28 one that means that I'm adding 0.3, 29 4, 4, 3 square centimeters. But if I had an M of two, 30 I would be doing 0.3, 4, 4, 3 times two. 31 So I'...

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