Math 8 Homework Help - Please Help

AbhiKap

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Aug 23, 2012
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Hello, AbhiKap here.

I really need help on this problem:

What is the slope of the line: x/6 - y/9=1?

I think it is 6, after converting it to y=mx+b. But I'm not sure. Can anyone help me?

Thanks, Help is appreciated.
 
What is the slope of the line: x/6 - y/9=1?
The x-interrcept is (6,0)\displaystyle x\text{-interrcept is }(6,0) and the y-interrcept is (0,9)\displaystyle y\text{-interrcept is }(0,-9).

Use those two points to find the slope.
 
Thanks for the help - please Help again

Here is another question similar to the first one:

What is the y-intercept of the graph of 3y +17 = 5?
 
Solve this equation for y, and the intercept will be obvious! There is no x, so the line must be horizontal, yes?

(Please start a new thread for each new exercise.)
 
Hello, AbhiKap!

Find the slope of this line: x6y9=1\displaystyle \text{Find the slope of this line: }\:\dfrac{x}{6} - \dfrac{y}{9} \:=\:1

I think it is 6, after converting it to y = mx +b.
That is the correct procedure . . . but how did you get 6?

We have:   x6y9  =  1\displaystyle \text{We have: }\;\dfrac{x}{6} - \dfrac{y}{9} \;=\;1

. . . . . . . . . . .y9  =  x6+1\displaystyle -\dfrac{y}{9} \;=\;-\dfrac{x}{6} + 1

Multiply by -9 ⁣:    y  =  32x9\displaystyle \text{Multiply by -}9\!:\;\;y \;=\;\frac{3}{2}x - 9


The slope is 32.\displaystyle \text{The slope is }\dfrac{3}{2}.
 
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