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Suppose $h=4 n$ and $n=2 g .$ Complete the following formula: h= ___ g
$h=8 g$
Algebra
Chapter 1
An Introduction to Algebra
Section 1
Introducing the Language of Algebra
The Language of Algebra
Equations and Inequalities
Functions
Linear Functions
Quadratic Functions
Polynomials
Oregon State University
Idaho State University
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Okay, So in this question, which is questioned 68 it says that H is for end and N is to G complete. The following formula H is equal to some thingy. So there's an algebraic grime and there's as a challenge problem. And this also you could just plug in numbers. So let's say you plug in and is too. So that would mean that H is equal to eight. Okay, but it's saying here that that too is equal to two multiplied by J. In that case, G would equal one. So how is each related to G? A. Is equal to something multiplied by one, so the missing line would be it. And again you couldn't use different numbers of the numbers are turning into fractions and decimals not comfortable. Then choose different set of numbers. You could also do this very algebraic Lee so you could have a CI equals for end and and is equal to two G. You could replace an over here with two G, so you get a TSH equals four multiplied by two g. So I'm just gonna reset. Come on in a recent equal sign. So what you do is you get that age is equal. If you look back, H is equal to four times to G So H is equal to eight. She and there you come.
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