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The following free video covers the concepts/strategies that are useful for answering this question:
- x- and y- intercepts: https://www.gmatprepnow.com/module/gmat ... /video/996

Cheers,
Brent

Thanks to both of you.

I get the y-intercept. I don't understand why the x-intercept would also not be 0.

This is the only question I remember seeing where I could calculate what both intercepts were.

That explanation is from MGMAT verbatim. Is it wrong? It should cross at (0,0) for both x and y it seemed tome.
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eto1oc


Thanks to both of you.

I get the y-intercept. I don't understand why the x-intercept would also not be 0.

This is the only question I remember seeing where I could calculate what both intercepts were.

That explanation is from MGMAT verbatim. Is it wrong? It should cross at (0,0) for both x and y it seemed tome.

In the MGMAT solution, you have the equation 0=(3/4)x-30, which leads me to believe that the original equation is y = (3/4)x - 30
Is that correct?

However, you wrote that the original equation is x = (y/80)

What is the original equation?
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eto1oc


Thanks to both of you.

I get the y-intercept. I don't understand why the x-intercept would also not be 0.

This is the only question I remember seeing where I could calculate what both intercepts were.

That explanation is from MGMAT verbatim. Is it wrong? It should cross at (0,0) for both x and y it seemed tome.

In the MGMAT solution, you have the equation 0=(3/4)x-30, which leads me to believe that the original equation is y = (3/4)x - 30
Is that correct?

However, you wrote that the original equation is x = (y/80)

What is the original equation?

Hello,

I see that the original equation is x = (y/80) in my book - not y = (3/4)x - 30. Could someone provide insight about how to solve this equation ( x = (y/80)) to find the point where this line intersects the x-axis?
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eto1oc


Thanks to both of you.

I get the y-intercept. I don't understand why the x-intercept would also not be 0.

This is the only question I remember seeing where I could calculate what both intercepts were.

That explanation is from MGMAT verbatim. Is it wrong? It should cross at (0,0) for both x and y it seemed tome.

In the MGMAT solution, you have the equation 0=(3/4)x-30, which leads me to believe that the original equation is y = (3/4)x - 30
Is that correct?

However, you wrote that the original equation is x = (y/80)

What is the original equation?

Hello,

I see that the original equation is x = (y/80) in my book - not y = (3/4)x - 30. Could someone provide insight about how to solve this equation ( x = (y/80)) to find the point where this line intersects the x-axis?


The Manhattan book has an error in it. See the following thread: https://www.manhattanprep.com/gmat/foru ... 32751.html
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