Simultaneous Equations And Inequalities

Flashcards by Alex Maraio, updated more than 1 year ago
 Created by Alex Maraio about 6 years ago
6651
11

Description

Some simultaneous equations To Solve and other Algebra!

Resource summary

 Question Answer Solve: \(3p+5q=49\) \[ 6p+5q=58 \] \(p=3\) \[q=8\] Solve \(2p+3q=20\) \[5p+6q=44\] \(p=4\) \[q=4\] \(3s+4t=36\) \[11s+12t=116\] \(s=4\) \[t=6\] \(3b+2c=19\) \[6b+3c=33\] \(b=3\) \[c=5\] \(14s+8t=66\) \[5s+4t=35\] \(s=-1\) \[t=10\] \(3p+2t=47\) \[12p+6t=174\] \(p=11\) \[t=7\] \(7m-3n=-2\) \[21m-4n=9\] \(n=3\) \[m=1\] \(8g+7h=-3\) \[-3g+h=-17\] \(g=4\) \[h=-5\] Solve \[x^2\le 9\] \(-3\le x \le 3 \) \(2x+10>20\) \(x>5\) \(6a-5>31\) \(a>6\)

Similar

New GCSE Maths
Maths GCSE - What to revise!
GCSE Maths Conversions
TYPES OF DATA
SAMPLING
GROUPED DATA FREQUENCY TABLES: MODAL CLASS AND ESTIMATE OF MEAN
Mathematics A - Edexcel - GCSE - Paper 1 November 2014 1MA0/1H Theory
Solving Simultaneous Equations
New GCSE Maths required formulae
FREQUENCY TABLES: MODE, MEDIAN AND MEAN
CUMULATIVE FREQUENCY DIAGRAMS