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Math concepts and formulas, Exams of Nursing

A list of math concepts and formulas, including natural numbers, prime numbers, factors, multiples, terms, products, quotients, sums, differences, order of operations, fractions, decimals, percentages, square roots, polynomials, angles, triangles, and geometric shapes. It provides definitions, examples, and step-by-step instructions on how to solve problems related to each concept. useful for students who need to review or learn math concepts and formulas for exams or assignments.

Typology: Exams

2022/2023

Available from 07/05/2023

Pronurse1
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Download Math concepts and formulas and more Exams Nursing in PDF only on Docsity! NLN pax- Math Natural number - AnswerCounting numbers, positive, not 0 Integer - AnswerAny whole number or its opposite and 0 Prime number - AnswerA natural number that can only be divided by 1 and itself. 2,3,5,7,11,13,17 Factor - AnswerA natural number that can be evenly divided into a number. Ex 12 - can be divided by 1,2,3,4,6,12 Multiple - AnswerProduct of 2 natural numbers. 36 is a multiple of 9 because 9x4=36 Term - AnswerA single number, variable, or combinations thereof. Product - AnswerAnswer to a multiplication problem Quotient - AnswerAnswer to a division problem Sum - AnswerAnswer to an addition problem Difference - AnswerAnswer to a subtraction problem Order of operations - AnswerPEMDAS Adding fractions - AnswerAdd only the numerators when the denominators are the same. NLN pax- Math For different denominators, multiply to get them to match. Multiply the first fraction by the opposite denominator and vice versa. Subtracting fractions - AnswerWhen denominators are different... Similar to adding. Make two fractions with matching denominators. Subtract and simplify. Multiply fractions - AnswerMultiply the numerators and denominators straight across. Simplify. Dividing fractions - AnswerFlip the numbers of the second fraction (reciprocal). Multiply across and simplify multiply decimals - AnswerMultiply as normal, count total number of decimal places in each factor of original expression and put the decimal point that many places over. Dividing decimals - AnswerMove decimal of divisor over to create a whole number. Move the decimal place of the divided the same point over. Divide like usual Decimal to fraction - AnswerEx. .75 = .75/1 = 75/100 = 3/4 Percentage - AnswerEx. What is 52% of 326? 326 X 0.52 =169.52 NLN pax- Math Simplify square roots - AnswerFactor out the square and place it outside as a coefficient. Ex. {72 = {36*2 = {6*6*2 = 6{2 Multiply polynomials - AnswerCan multiply and combine unlike bases: (8x) (2x^3) = 8*2*x*x*y*y*y = 16x^2y^3 Divide polynomials - AnswerTreat like a fraction, reduce coefficients, reduce exponents Ex. 36a^3 / 10a^2 = 18a^3 / 5a^2 = 18a / 5 Multiply/divide binomials - AnswerFOIL First, Outer, Inner, Last Ex. (4x-3) (3x-6) First 4x * 3x Outer 4x * -6 Inner -3 * 3x Last -3 * -6 Polynomial factoring - AnswerFind greatest common factor, divide each term by GCF, place GCF outside ( ) NLN pax- Math Ex. 27x^2 + 15x GCF=3x 3x (9x + 5) Quadratic expressions - Answerax^2 + bx + c Create two sets of binomials Ex. x^2 + 8x + 12 (X+ ) (x+ ) Figure out the factors of the last term (12), and find the one, that when added together, equals the coefficient of the middle term (8) (X+2) (x+6) Complementary angles - AnswerTwo angles that together make a right angle (90) Supplementary angle - AnswerTwo angles that together make a staring line (180) Corresponding angle - AnswerParallel lines with another line intersecting both (transversal) Also, alternate interior angles are equal, alternate exterior angles are equal Triangles - angles - Answer3 internal angles always = 180 Internal + external angle always = 180 NLN pax- Math Figure out the value of an external angle by adding the two internal angles that do not touch the external angle. Isosceles triangle - AnswerTwo sides of equal length, and therefore, two angles that are equal Equilateral triangle - AnswerAll sides and angles are equal - angles are always 60 Area of a triangle - AnswerArea = 1/2bh (Base, height) Pythagorean theorem - AnswerTo figure out the third side of a right triangle A^2 + b^2 = c^2 (Can also be used to figure out the diagonal in a rectangle Area of trapezoid - Answer Circumference - AnswerCircumference = 2*pi*radius Area of circle - AnswerArea = pie r^2 Volume of rectangular solids - AnswerV = l*w*h Surface area of rectangular solids - Answer Volume of cylindrical solid - Answer Surface area of cylindrical solid - Answer
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