PLEASE? What would be an inverse relationship for it? Write a scenario that involves an inverse relationship. What are your variables? What is the constant of variation? Write the inverse relationship to the scenario.
Do you know the formula for inverse variation?
I am new to this so no.
http://www.virtualnerd.com/algebra-1/linear-equation-analysis/constant-of-variation-definition.php Here you are bud
ok thanks
So the second half of the video, you can get some ideas
What would be an inverse relationship for it?
xy=k So you need to think of an example where you have two variables that when multiplied yield constant.
an other way to think about y=k/x
k would be your constant of variation.
ok so would you like to see my problem so far?
sure
ok A scenario that would involve an inverse relationship would be If I drive to work every day the same distance and it takes me 30 minutes and I drive 20mph, the speed limit and now the speed limit is 40 how much time will it take me to get to work? My variables will be k = xy so k is the constant (distance) and x and y will be x = 30 and y = 20. I did 30 x 20 = 600 Then 600 divided by 40 to get 15 So it will now take her 15 minutes (half her original time) to get to work.
So what you need rather are two variables that will multiply together always to yield on number.
Clue: Try using a speed as a constant. What would you use for your two variables?
ooh so you would do time and distance?
oh ok
Or you can think of something like length and width of a garden bed given it has to be certain area...
ok
The garden situation would work only if the area of the bed was not dependent on a depth of land. (So the land is perfectly flat)
ok
thank you v
Better example would be the dimensions of a rectangle like a computer screen if the surface area must be _____ some fixed amount of area.
ok thank you
"What would be an inverse relationship for it? " for what? have you included all parts of the question, including the instructions?
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