 MathExamle.com # Negative

Select from the list a generator that creates examples with answers and intermediate calculations that can be negative

### Conversant

Creates examples with addition and subtraction operations of integers, the answers and intermediate results can be negative

4 Variants 5 Levels
 -5-(-5+1)= -10+(10+10)= -2-(1+4)= 0+(9-10)= 10-(-5+5)= 3+(-8+10)=
Variant: 3 Level: Easy

Creates expressions with comparisons of integers, the numbers can be negative

3 Variants 4 Levels
 30+23 > -1-8 15÷(-5) > -40÷10
Variant: A Level: Normal

Creates linear equations, the answers are integers and can be negative

4 Variants 3 Levels
 x×80=-800 x×31=806 -x×61=-610 -760÷x=76 33×x=-990 615÷(-x)=41
Variant: 2 Level: Difficult

Creates examples with operations of addition, subtraction, multiplication and division of integers, the answers can be negative

3 Variants 3 Levels
 -312÷104+7700= -1687-30×91= -932-896÷16-108= -6712-(92+1333)×53=
Variant: A Level: Hard

Creates examples with operations of multiplication and division of negative and positive integers

4 Variants 4 Levels
 320÷(16÷2)÷10= 91÷(-7)= 760÷40= -780÷(-2×3)=
Variant: A Level: Normal

Creates examples with addition and subtraction operations of decimals, the answers can be negative

3 Variants 4 Levels
 29.75+40.32= 67.28+22.69= -93.76+11= -95.63+65.28=
Variant: 1 Level: Difficult

Creates examples with operations of addition, subtraction, multiplication and division of decimals, the answers can be negative

3 Variants 4 Levels
 11+28.5×1.2+2.8= 60÷(-0.5-0.3)÷50= 55.8+12.5×0.8-58.9= -28.9+89.1÷(2.2+5.9)=
Variant: A Level: Easy

### Denominator

Creates examples with addition and subtraction of fractions, the answers can be negative

3 Variants 3 Levels
 – 1 + 6 – 4 = 5 7 5
 2 – 5 + 1 = 5 6 10
Variant: 2 Level: Easy

Creates expressions with comparisons of decimals, the numbers can be negative

3 Variants 4 Levels
 87.32 > 87.31 6.97 > -10 -35.62 < -35.59 97.11 = 97.11
Variant: 1 Level: Normal

Create expressions with comparisons of fractions, the numbers can be negative

3 Variants 3 Levels
 5 > 2 7 3
 9 > 5 10 6
Variant: 1 Level: Easy

Creates examples with operations of addition, subtraction, multiplication and division of fractions, the answers can be negative

2 Variants 3 Levels
 9 ÷ 3 – 23 3 = 56 14 4
Variant: A Level: Hard

3 Variants 3 Levels
 -370x2-335590x=0 106x2+52788x=0 -168x2+158928x=0 -543x2-404535x=0
Variant: 2 Level: Difficult

Creates system of equations, the answers are integers and can be negative

3 Variants 3 Levels
 -x-y=0 -y+x=6
 y+x=13 x-y=7
 y+x=-3 x-y=-3
Variant: 1 Level: Easy