Let me introduce to you by showing you an image of how a French Curve Ruler looks like so that you know roughly how a french curve ruler looks like. :) The below video will teach you how to draw a quadratic curve using the French Curve Ruler.
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Let us watch a short tutorial on Equal Concept. (This video is presented using Model Method) Today, let me introduce to you on the remainder concept type 1, this is actually the easiest type if you compare to the other two types in the remainder concept. So, after writing so much, let us watch a short video on how to solve the questions on the remainder concept type 1 usingbranching method, which I feel is the quickest and the fastest method you can use. (If this is not very clear, please go to: https://www.youtube.com/watch?v=gHmMF63D6WE, I'm sorry for any inconvenience.)
After finishing watching this video, do you understand? Can you apply this method to other similar type of questions? If you answered both or either one of the questions- "NO!", then you better watch this video again to make this clear before starting the next lesson. After watching this video for a few times and you still don't understand, please ask me! Goodbye and you better know how to do this type of concept. How to tackle the Math PSLE paper THE MATH PSLE PAPER IS LESS THAN 24 HOURS AWAY AND OUR RESIDENT TUTOR SHARES SOME LAST MINUTE TIPS ON HOW TO PREPARE YOUR CHILD FOR THE PAPER Worried about the Math paper? Don’t worry, you’re in good company – yes, even parents too. No one has yet died from attempting a Math paper; in fact, many have been known to do rather well. What’s the secret of their success? We share with you some tips and tricks.
Paper 1 fundamentals Paper 1 is made up of Booklet A and Booklet B and students are given 50 minutes to complete a total of 30 questions. Attempt all these questions. You need every opportunity you have to score as many points as possible. So watch that clock and don’t get too preoccupied with any one sum. Of course, practice makes perfect and it helps if you have accuracy and familiarity in addition to speed. Paper 2 pitfalls and how to avoid them Home to the dreaded problem sums, Paper 2 contributes a total of 60 marks to the entire PSLE Maths Examination. The paper consists of 18 questions and students are required to complete Paper 2 within one hour and 40 minutes. Read the questions carefully before attempting to work out an answer! Here the questions will attempt to trick you in order to test your powers of observation and comprehension skills in addition to your math prowess. So pace yourself and eyes wide open! Be prepared Pack your bag the day before the exam. Make sure you have your calculator, mathematical sets and stationery in order. You don’t want to panic and stress about not having the necessary instruments in the morning of the paper. Know your formulas Memorize your formulas and know your basic concepts. Once you get the paper, write down the formulas on the front page, so you can always refer to them while checking and won’t waste time recalling. Be confident If Math is not your strongest subject, skim the paper and work on the topics/questions that you are most familiar with to build up confidence during the exam. This will mentally prepare you for the tougher questions. This method also saves time – and nerves. 1. Remainder Concept
2. Repeated Identity Concept 3. Equal Concept 4. External Transfer (unchanged quantity) 5. Internal Transfer 6. External Transfer (same difference) 7. External Transfer (changed quantity) 8. Pattern Concept 9. Part-whole Concept (Proportions) 10. Simultaneous Concept 11. Gap Concept / Difference Concept 12. If Concept Taken From: https://www.facebook.com/PSLE2014 Want more Question on Total Unchange, go to:
http://www.onsponge.com/forum/35-thinkingmath/3572-p5-internal-transfer-with-total-unchanged-concept 6. External Transfer With Unchanged Difference Concept Mr Tan is 4 times as old as his daughter, Chloe. 2 years ago, the ratio of Mr Tan's age to Chloe's age was 10:1. What is Chloe's present age? 7. External Transfer With Changed Quantities Concept Johnny had 40% as many marbles as Tommy at first. Johnny gave 8 marbles away and Tommy gave 40 marbles away. Then Johnny had 50% as many marbles as Tommy. How many marbles was Tommy left with? 8. Proportions Concept (Number x Value) The ratio of the number of chicken pies to apple pies in a store was 5:1. All the pies were sold and $204 was collected from the sale. If each chicken pie was sold for $3 and each apple pie was sold for $2, how many chicken pies were there? 9. Simultaneous Concept A florist had 100 roses and orchids in her shop. After selling 75% of the roses and 50% of the orchids to a customer, she was left with 38 flowers. How many roses did she have at first? 10. Gaps and Difference Concept
If Andy buys 3 plates and 5 cups, he will have $6 left. If he buys 5 plates and 3 cups, he will need another $4. Given that a cup costs $1.50, how much does a plate cost? |
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