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its a net of the cylinder
From the image attached, the outside square has side lengths of 30cm.
The radius of each of the circles is " r " cm.
Use the length of the rectangle (i.e circumference of the circular base) to find the possible values of " r ".
Height of cylinder = 30 - 4r
Length of cylindr = 2nr where n = pi.
T.Area of Square = 900 cm^2
Identity, I get "Error: Argument error" when I try to solve using the function of x method you wrote up there.
This slide is modeled by the equation of y =((x - e)(x - f)(x - g))/3000
When the graph is drawn, there are the following points on the graph line:
(0, 7.6)
(19,0)
(20, -1/3)
Using the points, find e, f and g.Doing some pretty complex math, I have found that e, f, g can be found through paper solutions.
But this is a mere part-question in 3 different questions used in an exam. I have only a limited amount of time, so I use the TI-89 Titanium graphics calculator.
Is there any way on this calculator that I can simultaneously solve for e, f and g.
I have tried: solve(-e*f*g=7.6 and ((19-e)*(19-f*)(19-g))/3000=0 and ((20-e)*(20-f)*(20-g))/3000=-1/3, {e,f,g})
But it displays "Too Few Arguments" !!! WHY!!!!?????/
Help please.
When 4 guys and 4 girls are arranged in a row, find the probability that:
2 guys have three seats between them?
-ms
[i] An observer on top of a tower spots a fishing boat on a bearing of 340T at an angle of depression of 1.2 degrees at 1000 hours. At 1045 hours, the same boat is on a bearing of 070T at an angle of depression of 2.3 degrees. The observer is 60m above sea level.
I need to calculate the bearing, correct to one decimal place, from the trawler's 1000 hour's position and it's 1045 position.
Mathsux!
i'm having trouble both understanding the question and drawing up a diagram.
Key: 026T = 26 Degrees True North
From point A, a lighthouse is on a bearing of 026T and the top of the lighthouse is at an angle of elevation of 12 degrees. From a point B, the lighthouse is on a bearing of 296T and the top of the lighthouse is at angle of elevation of 14 degrees. If A and B are 500 metres apart, find the height of the lighthouse, to the nearest metre. (Metric Metre)
Pleeeeeeaaase help!
mathsux
I think I've done something wrong...I must've. If I check using the calculator the graph of -x^2+6x+2=y is like the opposite of the graph of -(x-3)^2+11=y (inverse)
Okay,
I need a non-calculator method for this problem.
I can work out the Turning point and put it into TP form, but I have massive difficulty finding the X-intercepts.
TP Form: y = -(x-3)^2 + 11 ---> Turning Point = (3, 11)
Y Intercept ---> y = 2
I just need the X-Intercepts!
PLz help.
Thanx.
thanks..that sureeee helped
The distance of two towns is 120km by road and 150km by rail. A train takes 10 minutes longer than a car whose average speed is 10km/h less than the train's average speed. The purpose of this problem is to find the average speed of the car.
a) Let the average speed of the car be x km/h and the time taken by the car be t hours. Show the information gives:
xt = 120 (1)
(x+10)(t + 1/6) = 150 (2)
b) Subtract (1) from (2) to obtain a linear equation linking x and t.
I have no idea how to do this.
Please Help. It will be on a test tomorrow.
-mathsux
Hi, my name is mathsux.
Okay, maths doesn't really drag, but that's how I view my performance in Mathematics. I'm actually 15 and am in Year 10 (Australia/VIC Standard).
I specialize in English and Language, but drop quite a bit in more logical subjects.
A little about myself:
Real NickName: Bennish
Age: 15
Interests: Technology, Gaming, Literature, Linguistics
Hobbies: Guild Wars - R/Mo, Oblivion, Photoshop-ing, DreamWeaving, drawing, eating, doing English homework.
Thanks.
Mathsux
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