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Edexcel A Level Maths: Pure:復(fù)習(xí)筆記2.4.3 Inequalities on Graphs
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福利干貨
Date: 2022年10月25日 下午3:03
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 <?x2?+ 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
轉(zhuǎn)載自savemyexams
Previous post: Edexcel A Level Maths: Pure:復(fù)習(xí)筆記2.4.2 Quadratic Inequalities
Next post: Edexcel A Level Maths: Pure:復(fù)習(xí)筆記2.5.1 Expanding Brackets
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