J johnnahl New member Joined Sep 14, 2008 Messages 1 Sep 14, 2008 #1 A linear relation is given by: x+ky=6. find the value of k if the x-intercept if 5 more than than y intercept. Help would be appreciated! Thanks.
A linear relation is given by: x+ky=6. find the value of k if the x-intercept if 5 more than than y intercept. Help would be appreciated! Thanks.
S soroban Elite Member Joined Jan 28, 2005 Messages 5,584 Sep 14, 2008 #2 Re: Linear relation application question help Hello, johnnahl! \(\displaystyle \text{Given: }\:x+ky\:=\:6\) \(\displaystyle \text{Find the value of }k\text{ if the x-intercept is 5 more than than y intercept.}\) Click to expand... \(\displaystyle \text{I have to ask: }\;\begin{array}{c}\text{Do you what an intercept is?} \\ \text{Do you know how to find one?} \end{array}\) \(\displaystyle \text{The x-intercept is: }\6,0)\) \(\displaystyle \text{The y-intercept is: }\left(0,\;\frac{6}{k}\right)\) . . \(\displaystyle \text{Therefore: }\;6 \;=\;\frac{6}{k} + 5 \quad\hdots\quad \text{Got it?}\)
Re: Linear relation application question help Hello, johnnahl! \(\displaystyle \text{Given: }\:x+ky\:=\:6\) \(\displaystyle \text{Find the value of }k\text{ if the x-intercept is 5 more than than y intercept.}\) Click to expand... \(\displaystyle \text{I have to ask: }\;\begin{array}{c}\text{Do you what an intercept is?} \\ \text{Do you know how to find one?} \end{array}\) \(\displaystyle \text{The x-intercept is: }\6,0)\) \(\displaystyle \text{The y-intercept is: }\left(0,\;\frac{6}{k}\right)\) . . \(\displaystyle \text{Therefore: }\;6 \;=\;\frac{6}{k} + 5 \quad\hdots\quad \text{Got it?}\)