Login

Welcome, Guest. Please login or register.

June 16, 2024, 04:12:37 pm

Author Topic: My thread of questions  (Read 26187 times)  Share 

0 Members and 3 Guests are viewing this topic.

khalil

  • Guest
Re: My thread of questions
« Reply #165 on: October 15, 2009, 09:33:07 am »
0
Q) 3)a) please...

ngRISING

  • Victorian
  • Forum Leader
  • ****
  • Posts: 688
  • Respect: +3
Re: My thread of questions
« Reply #166 on: October 18, 2009, 09:26:05 pm »
0
heres a few brain teasers that i failed

Question 19
The probability of Kimmy getting a maths question correct in a test is 0.24. What is the fewest number of questions the maths teacher should set to ensure that the probability of Kimmy getting at least two questions correct is more than 0.95?
A. 18
B. 17
C. 16
D. 15
E. 14


Question 2
Which of the following is the definition of an odd function?
A. f(-x) = - f(x)
B. f(x) = f(-x)
C. f(x) = xn, where n is odd
D. f(x) = - f(0)
E.  f(x) = -x


Question 14
The remainder when the function f(x) = x5 - 4x4 + 3x3 + 2x + 1 is multiplied by            is:
A.  0
B.  9
C. 24
D. -3
E. -32


Question 15
2000 metres up in the air, a plane is flying horizontally at a constant speed. At a particularly point in time, the angle is 30◦ and decreasing, and the speed of the aeroplane is 450 km/h. How quickly is the angle decreasing at this point?
A. – 0.013 degrees per hour
B. 0.23 degrees per hour
C. -0.23 degrees per hour
D. 0.11 degrees per hour
E. 0.0140 degrees per hour

2008: Further Maths & LOTE
2009: English Language, Psychology, Maths Methods, Business Management and Physics
2010: Bachelor of Commerce @ Monash!
2011: Bachelor of Business-Logistics & Supply Chain Management (applied)

Employed by NAB.

TrueTears

  • TT
  • Honorary Moderator
  • Great Wonder of ATAR Notes
  • *******
  • Posts: 16363
  • Respect: +667
Re: My thread of questions
« Reply #167 on: October 18, 2009, 09:27:58 pm »
0
lol is that from the Medtutor exam?

Anyway

Q2. A, the definition of a odd function is that a reflection in the x axis is the same as a reflection in the y axis.
PhD @ MIT (Economics).

Interested in asset pricing, econometrics, and social choice theory.

ngRISING

  • Victorian
  • Forum Leader
  • ****
  • Posts: 688
  • Respect: +3
Re: My thread of questions
« Reply #168 on: October 18, 2009, 10:17:02 pm »
0
lol is that from the Medtutor exam?

Anyway

Q2. A, the definition of a odd function is that a reflection in the x axis is the same as a reflection in the y axis.

yup. i kinda dislike this exam for some reason. maybe i screwed up a lot of the questions LOL .
2008: Further Maths & LOTE
2009: English Language, Psychology, Maths Methods, Business Management and Physics
2010: Bachelor of Commerce @ Monash!
2011: Bachelor of Business-Logistics & Supply Chain Management (applied)

Employed by NAB.

TonyHem

  • Guest
Re: My thread of questions
« Reply #169 on: October 19, 2009, 12:47:09 am »
0
for 19)Probability of success = 0.24
N = unknown
X = at least 2

1 - binomCDF(n,0.24,1) - you can just do trial and error here.
or
1- nc0(0.24)^(0)*(0.76)^n + nc1(0.24)(0.76)^(n-1) > 0.95
1 - (0.76^(n) + n(0.24)(0.76)^(n-1) > 0.95

0.76^(n) + 0.24n(0.76)^(n-1) < 0.05 or <-- this may be easier

I dunno how to actually "solve it" properly :/

ngRISING

  • Victorian
  • Forum Leader
  • ****
  • Posts: 688
  • Respect: +3
Re: My thread of questions
« Reply #170 on: October 25, 2009, 12:45:20 pm »
0
TSFX.

tech free 09

sketch the graph wit equation f(x) = -(x-4)(x+2)^2(1-x)^5 labelling the coordinates of the axes intercepts.

how the f*** would i sketch that without a calc ?
2008: Further Maths & LOTE
2009: English Language, Psychology, Maths Methods, Business Management and Physics
2010: Bachelor of Commerce @ Monash!
2011: Bachelor of Business-Logistics & Supply Chain Management (applied)

Employed by NAB.

Flaming_Arrow

  • Victorian
  • ATAR Notes Superstar
  • ******
  • Posts: 2506
  • Respect: +16
Re: My thread of questions
« Reply #171 on: October 25, 2009, 12:51:06 pm »
0
TSFX.

tech free 09

sketch the graph wit equation f(x) = -(x-4)(x+2)^2(1-x)^5 labelling the coordinates of the axes intercepts.

how the f*** would i sketch that without a calc ?

well its in factor form so just sketch the interceps and sub in random values of x(0,1,-1) etc to sektch it
2010: Commerce @ UoM

TrueTears

  • TT
  • Honorary Moderator
  • Great Wonder of ATAR Notes
  • *******
  • Posts: 16363
  • Respect: +667
Re: My thread of questions
« Reply #172 on: October 25, 2009, 03:01:34 pm »
0






Looking at the highest power of x which is x^8, it is an even power so it will look like the "even" power graphs.

You will have a x axis intercept at x = 4 and x = -2 and one at x = 1

However lets take a look at the furthest to the right x intercept. Since f(x) is "positive" that means it comes down from the positive half of the y axis. So it comes down from the first quadrant going into the fourth.

At , since it's to the power of 5, it will look similar to as if it is to the power of 3. So it looks like a cubic graph.

Then at it just touches the x axis since it's to the power of 2.
PhD @ MIT (Economics).

Interested in asset pricing, econometrics, and social choice theory.

ngRISING

  • Victorian
  • Forum Leader
  • ****
  • Posts: 688
  • Respect: +3
Re: My thread of questions
« Reply #173 on: October 29, 2009, 10:25:10 pm »
0
just a general question

say e^x = x

for my next line do i need to put

loge (e^x) = loge(x)

or can i just put

x = loge(x)

ty
2008: Further Maths & LOTE
2009: English Language, Psychology, Maths Methods, Business Management and Physics
2010: Bachelor of Commerce @ Monash!
2011: Bachelor of Business-Logistics & Supply Chain Management (applied)

Employed by NAB.

/0

  • Victorian
  • ATAR Notes Legend
  • *******
  • Posts: 4124
  • Respect: +45
Re: My thread of questions
« Reply #174 on: October 29, 2009, 10:29:10 pm »
0
you can skip to x = loge(x)

ngRISING

  • Victorian
  • Forum Leader
  • ****
  • Posts: 688
  • Respect: +3
Re: My thread of questions
« Reply #175 on: October 29, 2009, 10:40:04 pm »
0
sweet. was curious. cause i do all my prac exams on like 2 sheets. like 2 pages per a piece of paper. be good if i could skip a line ^^
2008: Further Maths & LOTE
2009: English Language, Psychology, Maths Methods, Business Management and Physics
2010: Bachelor of Commerce @ Monash!
2011: Bachelor of Business-Logistics & Supply Chain Management (applied)

Employed by NAB.

ngRISING

  • Victorian
  • Forum Leader
  • ****
  • Posts: 688
  • Respect: +3
Re: My thread of questions
« Reply #176 on: October 29, 2009, 10:43:01 pm »
0
wait one more

say the q was

0=4cos(pie/x)-2

can i just write

1/2=cos(pie/x) for the next line

methods might actually be fun for me now LOL
2008: Further Maths & LOTE
2009: English Language, Psychology, Maths Methods, Business Management and Physics
2010: Bachelor of Commerce @ Monash!
2011: Bachelor of Business-Logistics & Supply Chain Management (applied)

Employed by NAB.

TonyHem

  • Guest
Re: My thread of questions
« Reply #177 on: October 29, 2009, 11:01:26 pm »
0
yeah you can just write 1/2 = cos(pi/x)

edit: no sorry, you can't write pie or pi, you must write

hehe

ngRISING

  • Victorian
  • Forum Leader
  • ****
  • Posts: 688
  • Respect: +3
Re: My thread of questions
« Reply #178 on: October 29, 2009, 11:10:05 pm »
0
lol nah ima be cool and write pie.  :uglystupid2:
2008: Further Maths & LOTE
2009: English Language, Psychology, Maths Methods, Business Management and Physics
2010: Bachelor of Commerce @ Monash!
2011: Bachelor of Business-Logistics & Supply Chain Management (applied)

Employed by NAB.

ngRISING

  • Victorian
  • Forum Leader
  • ****
  • Posts: 688
  • Respect: +3
Re: My thread of questions
« Reply #179 on: October 29, 2009, 11:18:29 pm »
0
finally an exam where i only screwed up 1 Q LOL ^^

heres the question cause i dont understand the theory



part b

u know when it says f(2x) which i misread has 2(f(X))

if it was f(2x) it would be
2cos[2(pie/x)]-1

if it was 2(f(x)) it would be
2[2cos(pie/x)-1]

right. hence it explains my earlier question lol ==' .
2008: Further Maths & LOTE
2009: English Language, Psychology, Maths Methods, Business Management and Physics
2010: Bachelor of Commerce @ Monash!
2011: Bachelor of Business-Logistics & Supply Chain Management (applied)

Employed by NAB.