6 in 4 567 564 than the 6 that is not underlined? If I can save P75 a month‚ how much do I save in 4 years? Find N in the pattern: 2‚ 3‚ 5‚ 8‚ 12‚ ___ ‚ N. What is the remainder when 564 is divided by 23? A farmer harvested 109 cavans of palay from his field. If each cavan sold for P350‚ how much did he get? What is the sum of the first 5 prime numbers greater than 50? 10. Three more than 6 times a number is 45. What is the number. 11. If I multiply a number by 8 and then subtract 15 from the
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Research Design (Assignment 2) I will be conducting a study using a true experimental research design in order to investigate the effects of marijuana use on an individual’s problem solving ability. Marijuana use is the independent variable which is operationally defined as consumption in the form of smoking 0.5 grams of cannabis in a marijuana cigarette. Problem solving abilities is the dependent variable which is operationally defined as the total score on various math problems as well as time
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I will ensure that each group is using the vocabulary in the correct manner during the lesson and use it while we go over the challenge as a whole group. b. Language Function. Using information about your students’ language assets and needs‚ identify
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[Marks:2] 12] [Marks:2] 13] The perpendicular distance of a point from the x - axis is 2 units and the perpendicular distance from the y - axis is 5 units. Write the coordinates of such a point if it lies in the: (i) I Quadrant (ii) II Quadrant (iii) III Quadrant (iv) IV Quadrant [Marks:2] 14] The volume of a cuboid is given by the algebraic expression ky2 - 6ky +8k. Find the possible expressions of the dimensions of the cuboid. [Marks:2]
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The Chinese Abacus The abacus‚ a very important invention‚ was invented in Ancient China. We still use abacus but know it is known as a calculator. The abacus is a wooden frame with rows of wood along which beads are slid. One famous mathematician named Cheng Dawei in ancient China invented the Abacus. The abacus was invented around 2600BC by the Chinese. A typical abacus has 13 columns that are divided into two with each column having two beads on top and five at the bottom. The abacus was
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In order to teach students the concept of equivalence when working with fractions with unlike denominators or finding equivalent fractions‚ there are some skills that the students must already possess. These are as follows: Students are able to both recognize and write fractions Students understand the ‘breakdown’ of a fraction where the top is the numerator and the bottom is the denominator Students must have some understanding of equivalence and what it means Students must be able to both
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What is the place value of 6 in 874‚695‚457? 735‚480 = 7 x 10 5 + 3 x 10 4 + N + 480. What is N? Which number has 2 and 9 as factors? 6282‚ 7262‚ 6380. What is the remainder when 34‚785 is divided by 37? How many prime numbers are there between 80 and 100? Round 478‚512 to the nearest ten thousand. Round each number to the nearest thousand and estimate the sumof 7 501 + 8 398 + 6 521 In 345‚846‚ how many times as great is the underlined 4 than the4 that is not underlined? What is the
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The purpose of this report is to compare the fuel efficiency‚ by cost‚ of three different vehicles using Regular‚ Mid and Premium grade fuel. The vehicles chosen are a 1996 Mitsubishi Mirage‚ 2011 Volkswagen Golf‚ and a 2005 Nissan Xterra. This comparison is estimated by calculating the cost of fuel based on Miles Per Gallon (MPG) for both Highway and City mileage for each vehicle. The MPG for each vehicle is based on information found on the website fueleconomy.gov. The total mileage used is 15
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MATHCOUNTS 2008 State Sprint Round 1. John saw an ad for tomato soup at 24¢ per can. At the price 1. advertised‚ what is the greatest number of whole cans of soup John could buy for $1.00? 2. Yvonne purchased a jacket at Right Price‚ and the lowest 2. price on the tag was $4. This was the sale price‚ which was calculated by taking 75% off of the original price. What was the original price of Yvonne’s jacket? 3. What is the greatest number of interior right angles a convex
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Some people believe that electronic calculators should not be allowed in school until after the pupils have mastered mental arithmetic. Others believe that calculators save pupils time‚ especially with complicated calculations. Discuss both these views and give your own opinion. Nowadays‚ people often use technological equipment in their everyday lives and during performing their jobs due to the fact that the usage of those equipment makes things easier in people’s life. Some people disagrees
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