View topic - Direct/Inverse Variation
Direct/Inverse Variation
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Direct/Inverse Variation
hello everyone, im sorry but i didnt really have any forum to put this one, so i thought i would give it a shot here. I cant get in touch with any of my friends so thats why im posting here.
Basically, i was absent when my teacher taught this lesson, and now i have a quiz on it, and i have no clue what im doing. Its on direct/indirect Variation. For the problem,
Y Varies Directly as X. If y = 14 when x = 2, find y when x = 5.
Is it set up as, k = y/x. K is your constant. So its k = 14/2 --> k = 7. Is this right? then you multiply it by 5? answer = 35?
when its inverse, is it the same thing but k = y * x (y times x)
im really confused, if anyone can help me with this i would really really really appreciate it.
Basically, i was absent when my teacher taught this lesson, and now i have a quiz on it, and i have no clue what im doing. Its on direct/indirect Variation. For the problem,
Y Varies Directly as X. If y = 14 when x = 2, find y when x = 5.
Is it set up as, k = y/x. K is your constant. So its k = 14/2 --> k = 7. Is this right? then you multiply it by 5? answer = 35?
when its inverse, is it the same thing but k = y * x (y times x)
im really confused, if anyone can help me with this i would really really really appreciate it.
- kevinnwhat
- Posts: 62
- Joined: Thu 11.15.2007 5:23 pm
Re: Direct/Inverse Variation
If it is direct variation y = kx so to find k you divide both sides by x, k = y/x as you have said.
y = 14, x = 2, k = ?
k = y/x = 14/2 = 7
Find y when x = 5
y = kx = 7 * 5 = 35
I agree with your solution
When it is inverse it is not "the same thing" but y = k/x so to find k multiply both sides by x, k = yx as you have said
y = 14, x = 2, k = ?
k = y/x = 14/2 = 7
Find y when x = 5
y = kx = 7 * 5 = 35
I agree with your solution
When it is inverse it is not "the same thing" but y = k/x so to find k multiply both sides by x, k = yx as you have said
Don't complain to me that people kick you when you're down. It's your own fault for lying there
-

chikara - Posts: 3574
- Joined: Tue 07.11.2006 10:48 pm
- Location: Australia (SA)
- Native language: English (Australian)
- Gender: Male
Re: Direct/Inverse Variation
That was the one topic I really had trouble with on my Algebra 1 final...I ended up writing it on the one notecard we were allowed to have 
- kudamono-chan
- Posts: 6
- Joined: Wed 03.05.2008 3:38 am
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