Tuesday, July 20, 2010
m5b10 assignment | locus & simple constructions
Note: do them on piece of plain paper. each question on a fresh page of paper.
http://dl.dropbox.com/u/8515507/assignments/locus%20assignment.pdf
due : 26/7/2010
Sunday, July 11, 2010
m5b10 assignment 5 | misc problems
Saturday, July 3, 2010
m5b10 assignment | sets & venn diagram
Sunday, June 27, 2010
M5B10 assignment
http://dl.dropbox.com/u/8515507/PROBABILITY%20ASSIGNMENT.docx
Instruction: As usual, paste this paper inside your assignment book and answer all.
Tuesday, January 19, 2010
M410 ASSIGNMENT 1
Monday, August 24, 2009
men 4B assignment 7
link : http://rapidshare.com/files/271123792/asg_7_graphing_straight_lines.PDF
due : 1st september 2009
Monday, August 3, 2009
men 3 assignment
http://rapidshare.com/files/263456303/men_3_asg_-_standard_form.PDF
do ALL questions. This is also part of your revision for the big exam. try your best (and honestly) to do it without the aid of calculator
due : before 13th August 2009
men 4B assignment 6
link : http://rapidshare.com/files/263456214/asg_6_matrices_operations.PDF
as usual, paste it into your assignment book. Do ALL questions.
due date : 11th August 2009
Friday, July 10, 2009
men 4B : assignment 5
link : http://rapidshare.com/files/254403091/asg_5_simultaneous_equations_by_elimination.PDF
due : before 20th july 2009
Wednesday, June 3, 2009
MENENGAH 4B MATH ASSIGNMENT 4
- A straight line, of gradient 3, passes through the point (0, 7). Write down the equation of this line. A second line, drawn parallel to the first line, passes through the point (3, -2). State the equation of this second line. [3]
- (a) Find the gradient of the straight line through the points (2, -2) and (7, 8). [2]
(b) Find the equation of the straight line which passes through (3, 5) and has gradient - 4. [2]
- Given that x ≤ 12 ¼, state the largest possible value of x if
- x is an integer, [1]
- x is a prime number, [1]
- x is a rational number. [1]
- x is an integer, [1]
Monday, March 30, 2009
MEN 4B 09 : assignment 3
right, download this file straight away, and do all the workings and answers on the paper itself. do not stick them into your book at the moment. once you're done, just submit the papers.
due date will be before 7th april 2009.
Tuesday, February 10, 2009
MEN 4B 09 : ASSIGNMENT 2
Download the document.
http://rapidshare.com/files/196625222/MEN_4B_09_ASSIGNMENT_2.pdf
DUE DATE FOR THIS ASSIGNMENT IS TUESDAY, 17TH FEBRUARY 2009 BEFORE 1230h. ANY QUESTION? DON'T HESITATE TO APPROACH ME.
Saturday, January 31, 2009
MEN 3 ASSIGNMENT 2 : CARTESIAN GRAPHS [update]
Draw the graph of 3x + y = 6, using the scale of 2 cm to 1 unit on both axes. Fill in the value table below to assist you.
x | -2 | -1 | 0 | 1 | 2 |
y |
Due date : 11th February 2009, before 1230 pm.
UPDATE: first of all, my apology. it seems that there is a slight mistake in the value table. just ignore the 3 and -3. so here, the update values for x are only from -2 to 2. big thanx to Maihara (3R) for pointing out this problem to me.
Sunday, January 11, 2009
MEN 4B 09 : assignment 1
http://rapidshare.com/files/182309951/FORM_2_REVISION.pdf
copy the link into your browser then download them. print them.
paste them into your assignment book.
do all of the questions, showing all your working clearly.
due date will be on or before 27th January 2009.
works submitted later than that will not be entertained.
any question, please ask me personally or drop them in the message box.
Saturday, January 10, 2009
Men 3 assignment 1
this assignment goes to both of my menengah 3 students batch 2009. please save this file, print them, stick them into your assignment book, do them all and submit. read the instructions carefully. the due date for this assignment will be before or on Saturday, 17th January 2009. any assignments submitted later than that will not be entertained (whatever excuse given will be considered invalid).
Thursday, July 31, 2008
assignment for 4B (updated with answers)
1. The sides of a rectangle are given as x cm and y cm, where
17.5 ≤ x ≤ 18.5 and 11 ≤ y ≤ 12.
Calculate
(i) The smallest possible value of the perimeter of the rectangle,
(ii) The largest possible value of the area of the rectangle
2. A restaurant owner pays a waiter an amount of $A per week. The amount is made up of a basic wage of $ 60 plus 11 cents for each of the n customers he serves.
The formula connecting A and n in this case is
A = 60 + 11n/100
(i) Calculate the amount of money the waiter received in a week when he served 240 customers. [ans : $86.40]
(ii) At the end of another week, the waiter received $ 115. How many customers did he serve? [ans : 500]
(iii) The owner of the restaurant decides to decrease the waiter’s basic wage to $ 45 but to increase the pay per customers to 17 cents. Write down the new formula connecting A and n. [ans : A = 45 + 17n/100]
(iv) Find the number of customers the waiter would have to serve in a week for him to receive the same amount of money whichever formula is used. [ans = 250]
Thursday, May 29, 2008
year 10 assignment
Mr Edwards, Mr Jones and Mr Parry each decided to buy a new car which was priced in the showroom at $ 7200.
(a) Mr Edwards offered his old car in part exchange and the salesman allowed him $ 5850 towards the cost of the new car. Calculate how much more Mr Edwards had to pay for his new car. [ans : $ 1350]
(b) Mr Jones paid for his new car in cash and was given a discount. Given that he paid $ 6120 for his new car, calculate the percentage discount he received. [ans : 15%]
(c) Mr Parry agreed to pay 40% of the showroom price of the car as a deposit and the balance in equal monthly instalments over a period of 2 years. Calculate the amount of each monthly instalments. [ans : $ 180]
(d) The salesman had hoped to sell each new car for $ 7200 so that he could make a profit of 20% on the cost price. Calculate the cost price of each new car. [ans : $ 6000]
Hints
(a) Mr Edwards was virtually paying the new car with his old car. The salesman agreed, but said that his old car only worth $ 5850. So, Mr Edwards need to pay the remainder, but by how much? (very easy question).
(b) The discounted price of the new car is $ 6120. So, how much is the discount? Use the “before after” method.
(c) First, find 40% of $7200.
Secondly, deduct your answer from $7200.
Lastly, this remainder is to be divided by the no. of months in 2 years. (of course you know how many months)
(d) We are looking for the original price here.
