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What does a question mean if a variable is inversely proportional to another variable?
Ex: You are given that x is directly proportional to
, and y is inversely proportional to . If the value of x is 3 when z is 12, what is the value of x when z is equal to 75? Express your answer as a common fraction.
Could someone help?
What does a question mean if a variable is inversely proportional to another variable?
Ex: You are given that x is directly proportional to
, and y is inversely proportional to . If the value of x is 3 when z is 12, what is the value of x when z is equal to 75? Express your answer as a common fraction.Hmm... the answer was 29. What did we miss. I get 28 as well after counting. Maybe the origin?
EDIT: oh, I did miss the origin.
Thanks!
SolarDevil
Okay. Thanks!
Yes we are looking at the area on top that is surrounded by the two graphs. It as an oval end on the top and a pointy end on the bottom (the pointy end is on (0,0))
bobbym wrote:Bounded meaning what here?
I'm assuming he means that there is some real number P such that |f(x)|≤P for all x in the domain of definition of f. So it can't be infinite.
Yup.
Surrounding the figure that is formed by the intersection of the two graphs
Well, it is bounded so no. When I graph it, it forms a weird figure. I think they mean by bound as the surrounding stuff around the enclosed region.
Thanks,
SolarDevil
Carson flips over the cards of a standard 52-card deck one at a time. What is the probability that he flips over the ace of spades before any face card (jack, queen or king)?
Thanks,
SolarDevil
What is the answer to this question?
For how many integers
satisfying is it true that the fraction cannot be simplified?Thanks,
SolarDevil
What is the answer to this question?
A lattice point is a point whose coordinates are both integers. How many lattice points are on the boundary or inside the region bounded by
and ?Once I get the answer I can review the solution.
SolarDevil
Okay. Thanks so much!
Nevermind I got that one!
However could I have help on another one?
In right triangle
, we have and D is the midpoint of . If AB = 7 and BC = 25, then what is ?Nevermind! I got it! For those wondering, you just find the ratios of a sphere because as you get more faces it becomes more like a sphere!
Solar
Polyhedron P is inscribed in a sphere of radius 36 (meaning that all vertices of P lie on the sphere surface). What is the least upper bound on the ratio
volume of P / surface area of P
In other words, what is the smallest real number t such that
volume of P/ surface area of P is less than or equal to t
must be true for all polyhedra P that can be inscribed in a sphere of radius 36?
Hi droid347! Welcome to the forum! and... yes it is a good problem
Solar.
Oh, I see. Thanks!
V=1/3*base area*height
V=5/3*base area
so
Area of base= rt29*3/2
So V=5rt29/6
oops 5rt29/6
Solar
Nevermind. I have got it solved
Solar
(btw this is aops geo stuff)
That would be very helpful!
Haha... I understand what truth tables are but I don't get what symbols he is using to try to explain a tautology.
¬A∨(B→C) ≡ ((¬A∨B)→C)
¬A∨(¬B∨C) ≡ ¬(¬A∨B)∨C
(¬A∨¬B)∨C ≡ ¬(¬A∨B)∨C
I could write it out by hand but that would v represent?
I believe that is it. Thanks bob bundy.
Also, thanks bobbym for straightening my LATEX.
Hmmm... well. When I enter it in it says that x is incorrect. What is wrong?
Hi! Here is a calc problem I have been having a hard time on.
Let
and let g(x) be an antiderivative of f(x). If g(5) = 7 then find g(1).
Solar