Linear Equations & Inequalities (Cambridge (CIE) IGCSE Maths: Extended): Exam Questions

Exam code: 0580 & 0980

1 hour25 questions
1
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2 marks

Solve.

x23=3

x = ................................................... 

2
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2 marks

Solve the equation  6x3=12.

x = ................................................... 

3
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2 marks

Solve the equation.

9f+11=3f+23 

f = ............................................... 

4
2 marks

Write down the integer values of x that satisfy the inequality 3x<1.

1
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3 marks

Find the integer values of n that satisfy this inequality.

7<4n8

2
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3 marks

Find the integer values of n that satisfy the inequality  154n<28.

3
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3 marks

Solve  30+2x=3(34x).  

x = ................................................ 

4a
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2 marks

Solve the inequality

3x22(12+6x)3

4b
1 mark
Number line ranging from -8 to 8 with a solid dot on -4, an open circle on 6, and a line connecting them.

State the inequality represented by the number line.

1
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3 marks

Solve.

4(53x)=23

x= ................................................ 

2
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3 marks

Solve the equation  2x+5 3x=1415.  

x=................................................

3
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4 marks

Solve the equation.

3(x4)+x+25=6   

x = ..............................................

4
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3 marks

Find the integer values of n that satisfy the inequality  182n<6n30+n.