p) 1. If the numbers obtained by using all the digits 1‚ 2‚ 3‚ 4‚ 5 and 6‚ without repetition‚ are listed in the increasing order of their magnitude‚ the 313th number will be (1) 341526 (2) 432561 (3) 312456 (4) 351246 (Your Answer: 4) 2. Spending र422‚ Ranjit bought 35 pens from among three varieties of pens - A‚ B‚ C. If each pen of varieties A‚ B‚ and C costs र10‚ र8‚ and र15 respectively‚ and Ranjit bought the maximum possible pens of variety C‚ find the total number of pens of varieties
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concept Sharing and team work experience Be creative based on imitation Expand children’s vocabulary and language by talking about their buildings. Some new words like : front‚ back‚ top bottom. Teach number concepts by suggesting that children put away blocks in sets. Ask some number questions‚ like how many square blocks did you use for your building‚ etc. Emphasize concepts about geometry and spatial sense by organizing size and shape on the shelf. Encourage children to explore physical
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One is the loneliest number For a long time growing up‚ family was (to me) only those related by blood or marriage; believing family would help one another and always be open‚ honest‚ and nurturing. Although I still believe in my ideas of family‚ my family is no longer limited by a signed piece of paper or a DNA test. Before I tell you the people I still consider my family you must know that blood related I have: my mother‚ father‚ three siblings‚ and an extended family counting upwards of 200
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First plot “concentration of glucose” against the “number of bacteria” in series A (tubes without air). Label the vertical axis “millions of cells per ml” and the horizontal axis as “glucose (mg/100ml).” For the second graph plot the “concentration of glucose” against the “number of bacteria” in series B (tubes with air). Label the first graph line: “Growth without air.” Label the second line “Growth with air.” RESULTS: 1.) Bacteria numbers in tubes without air only grew to a certain level
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Narrative Report Manuscript Organization Sections of the manuscript should be arranged as follows: A. The Preliminaries 1. Title Page 2. Biographical Data 3. Acknowledgement 4. Table of Contents 5. List of Tables 6. List of Figures 7. List of Appendices B. The Text 1. Introduction * Should start with an introductory or opening paragraph that will give the reader a background on the significance of the OJT‚ its objectives and the place where the OJT
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feasibility studies and project summaries. They usually follow a major effort on a single topic and are written for review by people involved in decision making or affected by their work. Internship students are asked to write an Internship Report for a number of reasons‚ including practice in the following: • Organizing and presenting a large amount of information related to a problem. • Interpreting relevant information. • Evolving relevant conclusions which result in recommendations. Essential Elements
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So g at n M h art at M h So g at n The Mystery Number If you don’t know all the numbers When you write an expression‚ A letter can stand for the missing information. The variable-it’s the mystery number. Nine dogs in the waiting room at the vet’s. You know some information: (Nine!) But in through the door come some cats. (Meow!) How many cats? That’s the variable-c for cats. So how can you write the number of pets In the waiting room now? It’s nine plus c‚ Because you
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type of drink is equal. 1.3 - Suppose that you measure the time it takes to download an MP3 file from the internet. A) Explain why the download is a numerical variable Numerical variables record numbers through observations. As the time taken to download the file produces a number represented by time‚ the download is a numerical variable. B) Explain why the download time is a ratio scaled variable The download time is a ratio scaled variable as the time differences involve a true
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favorite subject was math. And today as I am still in school math is still my favorite subject. I love numbers‚ all types of numbers. Big numbers‚ small numbers‚ numbers with decimals and even fractions. I think that math problems are a very good thing and they explain a lot about everyday things that happen in life. One day as I was doing my math homework I discovered that I was confusing all the numbers. This was very odd for me because I was always a good student. I remembered that this was the third
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Vedic Mathematics | Sutras EK The Sutra (formula) Ek one”. DHIKENA P jRVE•A dhikena P krvena means: “By one more than the previou i) Squares of numbers ending in 5 : Now we relate the sutra to the ‘squaring of numbers ending in 5’. Consider the example 252. Here the number is 25. We have to find out the square of the number. For the number 25‚ the last digit is 5 and the ’previous’ digit is 2. Hence‚ ’one more than the previous one’‚ that is‚ 2+1=3. The Sutra‚ in this context‚ gives the procedure
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