MATH HELP PLEASEEEEEEE
I just need help setting up the equations and such D:
Subsitution/ Elimination
Rani is comparing the monthly costs from two Internet service providers. Netaxes charges a flat monthly fee of $10, plus $0.75 per hour spent on-line. Webz charges a flat monthly fee of $5 plus $1 per hour
A) Determine when the monthly costs are the
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Netaxes: 10 plus .75 of every hour: 10 + 0.75x.
Webz: 5 plus 1 of every hour: 5 + 1x.
Set the 2 equations equal to each other.
10 + 0.75x = 5 + 1x
x = hr
Subtract 0.75x from the left side to the right. Then subtract 5 from the right side to the left.
5 = 0.25x
You can figure out x from there. Plug in you answer in the original equation and you'll see that both sides will be equal.
1.B) Plug in x = 30. Then see which one costs less.
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Let y rep monthly price.
Netaxes equation:
0.75x + 10 = y
webz equation:
x + 5 = y
so isolate x in the webz equation and sub it into the netaxes one. I'm sure you understand that part but ifnot, ask when I wake up.
So when you find out what the y and x are, then that's the point of intersection.
The x coordinate is when the monthly cost will be the same if I remember correctly. (#of hours)
now for b, you just sub in 30 for x into both equatons. Whichever equation has a lower value of y is the better choice.
I'll explain the second equation tomorrow, time to sleep for real. XD
Night~
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idk try both ways,
because they both work. XD
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I think I did it her way when Richard taught it to me. ....
Idek I'm too tired ROFL. KJUST IGNORE ME DX
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IT WORKS EITHER WAY.
KBYE
/spammer is gone now ;)
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A) Determine when the monthly costs are the same
B) Rani plans to use the Internet for at least 30 h each month. Which provider should she choose? Explain.
Netaxes equation is .75x +10 =y
Webz equation is x+ 5= y
you make it so x+5 = .75x+10
then you solve for x, which is the hours used to make the monthly costs the same.
then for B, you just substitute 30 for x
that's it! ehh but i didn't really explain where i get things from or why something is what, so if you don't get how i solved this, ask!
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i wasn't good at that so i never bothered to remember mengo~ >.
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so basically what i was thinking was you find how much each would cost for 1000 liters... then......OMG ignore me! sorry
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ROFL. But it seems everyone else still know this stuff. :D
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