翰林提供学术活动、国际课程、科研项目一站式留学背景提升服务!
400 888 0080
首页
国际少培课程
校内同步培优课程
Math Explorer课程
青少年国际竞赛汇总
CogAT认知能力测试
国际课程
A-Level课程辅导
IB课程辅导
AP课程辅导
IGCSE课程辅导
美高课程辅导
美高学分项目
国际竞赛
竞赛真题资料
理科国际竞赛
商科国际竞赛
STEM科创竞赛
文社科国际竞赛
丘成桐中学生科学奖
标化考试
牛剑G5笔试辅导
美国SAT考试
美国TOEFL考试
雅思IELTS考试
美国SSAT考试
热门资讯
学校动态
赛事动态
课程动态
关于我们
学员奖项
2024-2025年度奖项
2022-2023年度奖项
2020-2021年度奖项
翰林导师
加入我们
商务合作
Home
»
国际课程
»
A-level课程
»
Details
CIE A Level Maths: Pure 1复习笔记1.2.6 Inequalities on Graphs
Category:
A-level课程
,
教材笔记
,
福利干货
Date: 2022年8月18日 下午6:07
Inequalities on Graphs
Inequalities on graphs
Inequalities can be represented on graphs by shaded regions and dotted or solid lines
These inequalities have two variables,
x
and
y
Several inequalities are used at once
The solution is an
area
on a graph (often called a
region
)
The inequalities can be
linear
or
quadratic
How do I draw inequalities on a graph?
Sketch each graph
If the inequality is
strict (< or >)
then use a
dotted line
If the inequality is
weak (≤ or ≥)
then use a
solid line
Decide
which side
of the line
satisfies
the inequality
Choose a coordinate on each side and
test
it in the inequality
The origin is an easy point to use
If it satisfies the inequality then that whole side of the line satisfies the inequality
For example: (0,0) satisfies the inequality y <
x
2
+ 1 so you want the side of the curve that contains the origin
Exam Tip
Recognise
this type of inequality by the use of
two
variables
You may have to
deduce
the inequalities from a
given
graph
Pay careful attention to which
region
you are
asked to shade
Sometimes the exam could ask you to shade the region that
satisfies the inequalities this means
you should
shade
the region that is
wanted
.
If you're unsure, you could …
… draw the (dotted and/or solid) lines in on the answer diagram and use a rough sketch to find the region required …
… and/or …
… write clearly you have “shaded the unwanted area”
As long as your final answer is clear you should get the marks!
Worked Example
转载自savemyexams
Previous post: A-Level三大考试局今日全面放榜!
Next post: CIE A Level Maths: Pure 1复习笔记1.3.1 Language of Functions
国际竞赛真题资料-点击免费领取!
美高学分项目重磅来袭!立即了解
在线登记
最新发布
2025年SMT数学比赛考什么?SMT比赛考察内容全面解析!
SMT数学锦标赛设有哪些奖项?获得SMT奖项有什么作用?
2025年SMT数学比赛评分规则是什么?参赛有什么注意事项?
SMT斯坦福大学数学锦标赛含金量高吗?值得参加吗?
2025年斯坦福大学数学锦标赛规则公开!附赛事介绍!
哪些人可以报名SMT数学比赛?SMT数学比赛难度如何?
2025年SMT数学锦标赛时间如何安排?SMT比赛形式是什么?
重要提醒!2025年SMT数学竞赛报名开启!
热门标签
AMC
AMC10
AMC8
AP
物理碗
BBO
A-Level
欧几里得数学竞赛
Physics Bowl
袋鼠数学竞赛
USABO
John Locke
USACO
AMC12
AIME
IB
PhysicsBowl
BPhO
NEC
丘成桐中学科学奖
欧几里得
UKChO
HiMCM美国高中数学建模竞赛
SIC
Euclid
翰林课程体验,退费流程快速投诉邮箱: yuxi@linstitute.net
沪ICP备2023009024号-1
国际竞赛
了解背提项目
国际课程
商务合作
课程试听
Go to top