Solving Simultaneous Equations

Description

GCSE Maths Note on Solving Simultaneous Equations, created by jackhutcheson on 09/02/2016.
jackhutcheson
Note by jackhutcheson, updated more than 1 year ago
jackhutcheson
Created by jackhutcheson almost 9 years ago
60
1

Resource summary

Page 1

1. Work out the values of N and M(1) 8m+ 4n = 104(2) 8m + 2n = 1342n = -30n = -15(1) 8m + 4(-15) = 1048m - 60 = 1048m = 164m = 20.5(2) 8(20.5) + 2(-15) = 134164 - 30 = 104N = -15M = 20.52. Work out the values of A and B(1) 3a + 4b = 14(2) 4a + 2b = 2(2 x2) 8a + 4b = 4(1) 3a + 4b = 145a = -10a = -2(1)3(-2) + 4b = 14-6 + 4b = 144b = 20b = 5(2)4(-2) + 2(5) = 2-8 + 10 = 2A = -2B = 53. Work out the values of X and Y(1) 5x + 2y = 26(2) 8x - 4y = 20(! x2) 10x + 4y = 52(2) 8x - 4y = 20[Add Equations Together as one is -4 and the other +4]18x = 72x = 4(1)5(4) + 2y = 2620 +2y = 262y = 6y = 3(2)8(4) - 4(3) = 2032 - 12 = 20x = 4y = 3

Show full summary Hide full summary

Similar

Fractions and percentages
Bob Read
GCSE Maths Symbols, Equations & Formulae
Andrea Leyden
HISTOGRAMS
Elliot O'Leary
CUMULATIVE FREQUENCY DIAGRAMS
Elliot O'Leary
GCSE Maths: Understanding Pythagoras' Theorem
Micheal Heffernan
Using GoConqr to study Maths
Sarah Egan
New GCSE Maths
Sarah Egan
Maths GCSE - What to revise!
livvy_hurrell
GCSE Maths Symbols, Equations & Formulae
livvy_hurrell
STEM AND LEAF DIAGRAMS
Elliot O'Leary
FREQUENCY TABLES: MODE, MEDIAN AND MEAN
Elliot O'Leary