| |Topic: Place Value‚ Integer‚ Computation |Concept: Regrouping during multiplication of two-digit numbers without | | |decimals | |Subject: Mathematics
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Shots 7 Curriculum Vitae 8 References 9 Introduction Sudoku is a logic-based combinatorial number-placement puzzle. The objective is to fill a 9×9 grid with digits so that each column‚ each row‚ and each of the nine 3×3 sub-grids that compose the contains all of the digits from 1 to 9. The puzzle setter provides a partially completed grid‚ which typically has a unique solution. Objective
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cultures in the Bronze Age. Examples are the cuneiform writing of the Sumerians‚ Egyptian hieroglyphs‚ Chinese logographs of Mesoamerica. Today’s numbers‚ also called Hindu-Arabic numbers‚ are a combination of just 10 symbols or digits: 1‚ 2‚ 3‚ 4‚ 5‚ 6‚ 7‚ 8‚ 9‚ and 0. These digits were introduced in Europe within the XII century by Leonardo Pisano (aka Fibonacci)‚ an Italian mathematician. L. Pisano was educated in North Africa‚ where he learned and later carried to Italy the now popular Hindu-Arabic
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AGHYD Date of birth should be in DDMMYYYY format. Example for format ‘AGHYD 1234567 25011960 GA 123456’. Pensioners: Send an SMS to 56070 in the following format. AGHYD Date of birth should be in DDMMYYYY format. IVRS No is a 10 digit number
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B. 35 7P3 = 210 C. 210 D. 840 3. Assume a car license plate consists of 7 characters. The first 3 characters can be any of the letters from A to F‚ but no letter can be repeated. The next 3 characters can be any of the digits from1 to 9‚ but no digit can be repeated. The last character can be any of the letters X‚ Y or Z. An example of this format is: BFA648Y. How many license plates are possible? A. 5 040 B. 181 440 C. 472 392 D. 4 084 080 6 × 5 × 4 × 9 × 8 × 7 × 3 = 181 440
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(JMO) M.M. 100 Time : 3 hours Note : Attempt all questions. SAMPLE PAPER – I All questions carry equal marks Q.1 Resolve into factors : 99899 Q.2 The number 21328 has a unique feature : The sum of first four digits equals the units digit. How many even five- digit number have this unique property? Q.3 One vertex angle of a regular octagon that has side length 4 units is joined with two other vertex angles to form a kite as shown in the figure below. Determine the area of the kite
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apprentice can paint the same bed room in 12 hours. If they worked together‚ how long would it take them to paint the bed room? 7. The sum of the digits of a two-digit number is 11. If we interchange the digits then the new number formed is 45 less than the original. Find the original number. Let x = one’s digit t = ten’s digit x + t = 11 x = 11 – t (equation 1) Original number = t × 10 + x Interchanged number = x × 10 + t Interchanged = Original – 45 x × 10 + t
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1 (a). Perform the following: (i) 10000110002 to Hexadecimal (ii) ABCDE16 to Decimal (iii) A1F2.F16 to Octal ________ (i) 19 08 07 06 05 14 13 02 0100 2 ( base 10 ( base 16 = (29) + (24) + (23) = 536 16|536 =21816 33 8 2 1 (ii) A B C D E16 ( base 10 A4 B3 C2 D1 E 0 = (10*164) + (11*163) + (12*162) + (13*161) + (14*160) = 70371010 (iii)A1F2.F16 (base 2 ( base 8 A3 12 F1 20 . F-1 =1010 0001 1111 0010.1111 base 2 =1 010 000 111 110 010.111 1
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to the S.E corner‚ going by the shortest possible distance. 2. How many different arrangement can be made out of the letters in the ex-pression a^3b^2c^4 when written at full length? Ans. 1260. 3. How many 7-digit numbers exist which are divisible by 9 and whose last but one digit is 5? 4. You continue flipping a coin until the number of heads equals the number of tails. I then award you prize money equal to the number of flips you conducted .How much are you willing to pay me to play this
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The word zero came via French zéro from Venetian zero‚ which (together with cypher) came via Italian zefiro from Arabic صفر‚ ṣafira = "it was empty"‚ ṣifr = "zero"‚ "nothing". This was a translation of the Sanskrit word shoonya (śūnya)‚ meaning "empty". The first known English use was in 1598.[4][5][6][7] ------------------------------------------------- History Mesopotamia By the middle of the 2nd millennium BC‚ the Babylonian mathematics had a sophisticated sexagesimal positional numeral system
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