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49I16-IJAET0916946 v6 iss4 1876to1885 99%

International Journal of Advances in Engineering &


04/07/2014 www.pdf-archive.com

College Level 98%

The solutions are x  =  .   (Type exact  answers, using radicals as needed. Use a comma to separate answers as  needed. Use integers or fractions for any numbers in the  expression.) B.


09/02/2017 www.pdf-archive.com

Summer Work for Class 6 into 7 98%

Checkpoint Math 1) Place value, ordering and rounding     Place value Rounding Decimal places Order of operations Length, mass and capacity     Conversions of length Conversions of mass Conversions of capacity Reading scales Integers, powers and roots    Integers Factors and multiples Prime numbers and prime factors  HCF   LCM Square roots Fractions, decimals and percentages             Fractions of a quantity Equivalent fractions Simplification of fractions Addition and Subtraction of fractions Division of fractions Improper fractions Changing between mixed numbers and improper fractions Changing fraction to decimal and percentage Changing a decimal to a fraction and percentage Changing percentage to decimal and fraction Simple percentages of a quantity Word problems Division and fraction of a quantity    Calculating fractions and decimals of a quantity Division and remainders Rounding up or down Collecting and displaying data       Primary and secondary data collection techniques Organizing data Pictogram Bar graph Bar-line graph Pie-chart Averages       Time    Mean Median Mode Range Calculations using frequency tables 12-hour clocks 24-hour clocks Word problems Expressions  Simplifying expressions  Expanding expressions Equations and simple functions     Solving equations with variable on one side Solving equations with variable on both sides Word problems Functions Formulae and substitution  Substitutions into expressions  Substitutions into formulae Ratio and proportion    Fractions and ratios Equivalent ratios Direct proportion Measurement and construction    Lines and angles Constructing triangles Constructing simple geometric figures using protractor and ruler Angle properties        Angles on a straight line Angles around a point Alternate angles Corresponding angles Vertically opposite angles Angles of a triangle Angles of a quadrilateral Area and perimeter of rectangles    Area and perimeter Composite shapes Word problems Cubes and cuboids  Volume  Surface area Coordinates  Reading coordinates of points  Plotting coordinates Sequences   Sequences in diagram Term to term rules Probability      Possible outcomes Equally likely outcome Mutually exclusive Experimental probability Theoretical probability We wish you all a fantastic summer, and will see you again on Tuesday, 15th August, 2017.


21/06/2017 www.pdf-archive.com

D1.1 V1.0 98%

Discussion with BBK clarifying overlap of D1.1 and D1.2 0.2 12/08/2013 First version of procedural/conceptual knowledge section from RUB 0.3 20/08/2013 Second version of procedural/conceptual knowledge section and first version of Fractions Tutor section from RUB 0.4 – 0.7 3/09/2013- 16/09/2013 RUB – IOE iterations over procedural/conceptual knowledge sections.


06/02/2014 www.pdf-archive.com

30I17-IJAET1117349 v6 iss5 2228-2235 97%

International Journal of Advances in Engineering &


04/07/2014 www.pdf-archive.com

Number (Post Paper 1) 97%

Edexcel Higher Number Checklist 4 4 4 4 4 4 4 4 4 4 4 4 4 4 4 4 4 5 5 5 5 6 6 6 6 7 7 7 7 8 Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Number Adding and subtracting fractions Checking calculations Compound measures Converting metric units Estimation Fractions and percentages Fractions and ratio problems Interpret calculator displays LCM and HCF Multiples and factors Multiplying fractions Operations Order of operations Powers Rounding Standard Form Terminating decimals and fractions Calculating with fractions Error intervals Index Laws Limits of accuracy Finance 1 Powers and Roots Product of prime factors Using Pi Index Laws (negative and fractional) Product rule Recurring Decimals Upper and lower bounds Surds 4 4 4 4 4 4 4 4 4 4 5 5 5 5 5 5 5 5 5 6 7 9 Ratio &


25/05/2017 www.pdf-archive.com

QR1-Arithmetic-and-Numerical-Calculations 95%

Irrational numbers (can’t be expressed as a fraction) Integers (can be positive, negative, or zero) Prime numbers (1,2,3,5,7,11,13,17,19,23,29…) Fundamental Properties of Operations Commutative Property (x + y = y + x and xy = yx) Associative Property (x + y) + z = x + (y + z) and (xy)z = x(yz) Distributive Property x(y + z) = xy + xz and x y x y   z z z Order of Operations (PEMDAS—Please Excuse My Dear Aunt Sallie) Scientific Notation [ 1250  1.25  10 3 3 (6.4  10 )(2.0  10 )  9 0.00125  1.25  10 3 ] 1.25  10 3  2.5  10 5 Fractions Adding/Subtracting Fractions Multiplying/Dividing Fractions Mixed Numbers/Improper Fractions 1 1 4    2 4 9 1 5   4 9 1 3 4    2 4 9 9 5   11 9 3 1 2 3  4 3 3 1 2 3  4 3 Comparing Fractions 1.


09/01/2017 www.pdf-archive.com


De même, un terme F(n, k) sera dit doublement hypergéométrique si F(n+1,k) F(n,k) et F(n,k+1) F(n,k) sont des fractions rationnelles en n et k.


10/06/2016 www.pdf-archive.com

IJEAS0406033 93%

International Journal of Engineering and Applied Sciences (IJEAS) ISSN:


10/09/2017 www.pdf-archive.com

IJEAS0403016 92%

At pressures Р=600÷1000MPa the kaolinite clay shows considerable increase of clay fractions.


10/09/2017 www.pdf-archive.com

Simplifying Fractions mixed 92%

AC Simplifying fractions EA AA Exercise 1 Where possible simplify the following fractions.


22/02/2017 www.pdf-archive.com

151334593-Quantitative-Aptitude 92%

  READING MATERIALS ON QUANTITATIVE APTITUDE                                         CONTENTS  SR.NO.  TOPICS  PAGE NO.  1  H C F AND L C M   2  2  FRACTION  3  3  ELEMENTARY ALGEBRA  4  4  NUMBER SYSTEM  5  5  PROBLEM BASED ON AGES  8  6  SIMPLE INTEREST AND COMPOUND INTEREST  9  7  PERCENTAGE  10  8  AVERAGE  13  9  RATIO AND PROPORTION  16  10  PARTNERSHIP  20  11  TIME AND WORK & PIPES AND CISTERNS  22  12  ALLIGATION  26  13  PROFIT AND LOSS  29  14  TIME, SPEED AND DISTANCE  33  15  TRAINS  39  16  BOATS & STREAMS  43  17  MENSURATION  47  18  QUESTIONS FOR PRACTICE                    www.studentguide.co.in    • • •  Buy Books  & Magazines Online   •  Free Email & SMS   Solved Question Papers & Video  • Tutors  •  Mock Exams (CAT, IIT,  Gate, etc)   Scholarships & Loans   Expert  Advice &  Discussion Board                                                                                 HCF & LCM    In order to understand this concept, we need to learn some words    Factor ‐ One number is said to be a factor of another when it divides the other exactly. Eg‐ 6 & 7 are  factors of 42.    Highest  Common  Factor  ‐  Hcf  of  two  or  more  numbers  is  the  greatest  number  that  divides  each  of  them exactly. Thus ,6 is the HCF of 18 & 24.Because there is no number greater than 6 that divides both  18 & 24.  eg‐ HCF of 1365,1560& 1755  1365 = 3*5*7*13  1560 = 2*2*2*3*5*13  1755 = 3*3*3*5*13  HCF = 3*5*13 = 195     Relation between HCF & LCM   HCF(n1,n2) x LCM(n1,n2) = n1 x n2           after expressing the given fractions in lowest terms.  LCM  ‐ lcm of two or more given numbers is the least number which is exactly divisible by each of them.  15 is a common multiple of 3 & 5  LCM of 8, 12, 15, 21  8= 2*2*2*  12= 2*2*3  15 = 3*5  www.studentguide.co.in    • • •  Buy Books  & Magazines Online   •  Free Email & SMS   Solved Question Papers & Video  • Tutors  •  Mock Exams (CAT, IIT,  Gate, etc)   Scholarships & Loans   Expert  Advice &  Discussion Board   21= 3*7  Here,  the  prime  factors  that  occur  in  the  given  numbers  are  2,  3,  5,  7  and  their  highest  powers  are  respectively 2*2*2, 3, 5, & 7.  Hence , the required LCM = 2*2*2**3*5*7= 840        Ex1: The LCM of two numbers is 2079 and their HCf is 27. If one of the numbers is 189, find the other ?    sol. the required number= LCM * HCF /first number= 2079*27/189 = 297    Some questions on this topic  Q1. Find the least number of square tiles required to pave the ceiling of a hall 15m 17cm long and 9m  2cm broad.  Ans ‐ 814    Q2. Find the HCF & LCM of 4/5, 5/6, 7/15?  Ans ‐ HCF =  1/30    LCM = 140    HCF of decimals    step 1  ‐first of all , we make the same no. of decimal places by putting zero or zeroes in the given no .It  is done only when the nos have different decimal places i.e. 1.3,1.32  step II ‐ find the HCF of the given numbers without taking decimals into consideration i.e. as integers  step III ‐ put in the result , i.e. HCF as many decimal places as there are in each of the numbers after  making them same in step 1.                                                                                         (TOP)    www.studentguide.co.in    • • •  Buy Books  & Magazines Online   •  Free Email & SMS   Solved Question Papers & Video  • Tutors  •  Mock Exams (CAT, IIT,  Gate, etc)   Scholarships & Loans   Expert  Advice &  Discussion Board     FRACTIONS    Proper Fraction: is one whose numerator is less than denominator.  eg ‐ 3/4, 17/19    Improper fraction: a fraction whose numerator is equal to or greater than the denominator . eg ‐ 17/12,  18/5    Complex fraction: is one in which the numerator or denominator or both are fractions. eg ‐ 5'7/8    Q. Simplify :           7      3 ‐   2   ‐‐‐‐‐‐‐‐‐‐ ÷     ‐‐‐‐  5/7     5‐8/3      3‐ 3/2          ‐‐‐‐‐‐‐‐‐‐‐‐‐          4‐ 3/2      Q2. One ‐quarter of one seventh of a land is sold for Rs 30,000. What is the value of an eight thirty ‐  fifths of land?  Ans‐ one quarter of one seventh = 1/4 *  1/7= 1/28  8/35 of the land will cost  30,000*28*8/35 = Rs 1,92,000.  Recurring Decimals: a decimal in which a figure or set of figures is repeated continually .  eg ‐ 1/3 = 0.333‐‐‐‐‐‐  www.studentguide.co.in    • • •  Buy Books  & Magazines Online   •  Free Email & SMS   Solved Question Papers & Video  • Tutors  •  Mock Exams (CAT, IIT,  Gate, etc)   Scholarships & Loans   Expert  Advice &  Discussion Board     Simplify:  Q1. 9.5* 0.085/0.0017 * 0.19  (Ans‐ 0.01)    Q2.  (0.6bar + 0.7bar +0.8bar + 0.3bar) * 9000 = 24,000                                                                                           (top)      ELEMENTARY ALGEBRA    Algebraic  Expressions:    .a  number  ,  including  literal  numbers  ,  along  with  the  signs  of  fundamental  operations .    Eg:  Find the sum of   1) ‐15a2 +3ab ‐6b2 , a2 ‐5ab + 11b2   ,‐7a2   ‐18ab ‐13b2 and 26a2  ‐16ab ‐7b2    Ans‐ 5a2   ‐36ab ‐15b2     Remainder Theorem: this theorem represents the relationship between the divisor of the first degree  in the form (x‐a) and the remainder r(x)  Q: Find the remainder when 27x3 ‐9x2 +3x‐ is divided by 3x+2   Ans : 3x+2=0 , x = ‐2/3  remainder is f(‐2/3)  f(‐2/3) = 27(‐2/3)3 ‐9(‐2/3)2 +3(‐2/3) ‐8  www.studentguide.co.in    • • •  Buy Books  & Magazines Online   •  Free Email & SMS   Solved Question Papers & Video  • Tutors  •  Mock Exams (CAT, IIT,  Gate, etc)   Scholarships & Loans   Expert  Advice &  Discussion Board


09/10/2015 www.pdf-archive.com

Optimization Modeling 91%

Power Plant Fuel Management Part 1 Fuel Coal 1 Coal 2 Coal 3 Fraction Sulfur (ppm) 0.0579710128 1100 0.5507246362 3500 0.3913043509 1300 PM(kg/T) 1.7 3.2 2.4 Pounds of Steam 24000 36000 28000 W/out Scrubbers Objective Cell Variable Cells Constraint Cells W/Scrubbers Constraints Fraction Sulfur (ppm) PM(kg/T) Used 1 2499.9999971 2.8 Max Total Steam 32173.9130385132 1 2500 2.8 Objective Cell Variable Cells Constraint Cells Part 2 Fuel Coal 1 Coal 2 Coal 3 $ w/out scrubbers $ w/scrubbers Fraction Sulfur (ppm) PM(kg/T) Fraction Sulfur (ppm) 0 1100 0.8295454545 3500 0.1704545455 1300 PM(kg/T) 1.7 3.2 2.4 Pounds of Steam 24000 36000 28000 $/T 95 83 91 $ 84.363636364 85.863636364 1 2500 2.4509090909 Total Steam 34636.3636363636 1 2500 2.8 Part 1 of this excel sheet uses optimization modeling to find the ideal fractions of 3 different types of coal to maximize profit, while staying in compliance with pollution constraints.


09/05/2013 www.pdf-archive.com

Eliane IJNP N2 89%

ravenelii, the chromatographic procedures undertaken for the cultures furnished 12 fractions with yieldings ranging from 76.5 mg for CH2Cl2 (PDB/216 h) to 4.636 mg for CH2Cl2 (rice-oat/720 h).


17/01/2014 www.pdf-archive.com

Fraction Calculator 89%

Check Price Average Customer Rating 4.8 out of 5 Product Feature ● ● ● ● ● Easily solve any fraction problem Check homework answers in seconds Easily work with imperial measurements Adjusts recipe quantities with ease Read more You May Also Like Learn Math by WAGmob Convertor Pro Fraction Calculator Calculator Plus Fractions/Decimal Calculator This content is part of amazon service LLC associates program, an affilate advertising program designed to provide a means for sites to earn advertising fees by advertising and linking to amazon.


26/02/2013 www.pdf-archive.com

grade-5-adding-fractions-mixed-numbers-unlike-a 89%

Adding mixed numbers and fractions (unlike denominators) Grade 5 Fractions Worksheet Find the sum.


25/09/2017 www.pdf-archive.com

16N13-IJAET0313516 revised 88%

International Journal of Advances in Engineering &


13/05/2013 www.pdf-archive.com

chapter2 86%

Clearing out fractions The problem with fractions, like cats, is that they aren’t particularly easy to deal with.


16/05/2017 www.pdf-archive.com

math words 86%

The Treasure Trove of Mathematics abacus, abscissa, absolute value, acute, add, addend, addition, adjacent, algebra, alpha, altitude, amplitude, and, angle, antilog, apothem, arc, arccosine, arcsine, arctangent, area, arithmetic, array, associative, asymptote, average, axiom, axis, bar graph, base, beta, biconditional, binary, binomial, bisect, boundary, box plot, calculate, calculator, calculus, cardinal, catalog, check, chord, circle, circumference, circumscribed, coefficient, combination, common, commutative, compass, complex, compliment, composite, computation, concave, concentric, conditional, cone, congruent, conic section, conjugate, constant, containing, converse, convert, convex, coordinate, cosecant, cosine, cotangent, counting, cube, cubic, curve, cylinder, decagon, decimal, degree, delta, denominator, depression, derive, determinant, diagonal, diagram, diameter, difference, digit, direct, directrix, discriminant, distance, distributive, divide, dividend, divisor, dodecagon, double, draw, element, elevation, ellipse, empty set, endpoint, equal, equation, equiangular, equilateral, estimate, evaluate, even, expand, exponent, expression, extraneous root, factor, factor tree, factorial, first, floating decimal, focus, formula, fraction, fraction bar, function, fundamental, gamma, geometry, googol, graph, greater than, guess and test, half, height, heptagon, hexagon, histogram, horizontal, hundredth, hyperbola, hypotenuse, identity, if and only if, imaginary, improper, index, infinity, inscribed, integer, integral, intersect, inverse, irrational, isosceles, joint, last, leg, length, less than, line, line graph, linear combination, log, logarithm, logistic, mathematics, matrix, maximum, mean, measure, median, midpoint, minimum, minus, minute, mixed, mode, monomial, multiple, multiply, nand, natural, negative, nonagon, nor, not, null set, number, number line, numerator, obtuse, octagon, odd, one-to-one, operation, opposite, or, ordinate, origin, orthogonal, oval, 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Series, Remainder Theorem, Removable Discontinuity, Residual, Restricted Domain, Restricted Function, Rho (Ρ ρ), Rhombus, Riemann Sum, Riemannian Geometry, Right Angle, Right Circular Cone, Right Circular Cylinder, Right Cone, Right Cylinder, Right Prism, Right Pyramid, Right Regular Prism, Right Regular Pyramid, Right Square Parallelepiped, Right Square Prism, Right Triangle, RMS, Rolle's Theorem, Root Mean Square, Root of an Equation, Root of a Number, Root Rules, Root Test, Rose Curve, Rotation, Rounding a Number, Row-Echelon Form of a Matrix, Row of a Matrix, Row Operations, Row


31/07/2011 www.pdf-archive.com

Sam Ludicious 86%

Not only sums, but also subtraction, multiplication and fractions are being tested through the different stages, making each a different challenge.


02/10/2015 www.pdf-archive.com

50-88 85%

1 1 1 1 1 1 5 5 5 5 5 5 1 1 1 1 1 1 =   5 5 5 5 5 5 (Type your answer using exponential notation. Use integers or fractions for any numbers in the  expression.) 29.


09/02/2017 www.pdf-archive.com