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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
181625-(-153365-643000)=666600-(130000+990000)=
-114464-(-343305+181000)=866806+(-785762+337452)=
Variant: 3 Level: Hard

Ceil

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

3 Variants 4 Levels
619 > 610759 > 754
-365 < 448-892 < -756
Variant: 1 Level: Difficult

Lineal

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

4 Variants 3 Levels
2×(-1+x)=-8-(-3+x)×3=6x÷2+4=-1
x×3=3-2×x=-4-x×2=-8
Variant: A Level: Easy

Intellect

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

3 Variants 3 Levels
7×10+72÷9=-88+12×3÷2=
30-100÷5÷10=57÷3+2×10=
Variant: 2 Level: Easy

Logics

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

4 Variants 4 Levels
-14÷7=92÷(-2)=300÷25=
72÷3=35×(-26)=-36÷(-4)=
Variant: 1 Level: Normal

Split

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

3 Variants 4 Levels
-2.2-2.2-1.3=-5.2-1.6=
-2-(-7-3.4)=-2+7.7=
Variant: A Level: Easy

Negatory

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

3 Variants 4 Levels
55.8+12.5×0.8-58.9=25.8÷1.2-18=
95.9-64÷2.5+20.9=63.2-43.2÷1.2=
Variant: A Level: Easy

Denominator

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

3 Variants 3 Levels
11=
25
7+1=
105
11=
36
Variant: 1 Level: Easy

Doted

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

3 Variants 4 Levels
2.8-36.26 < 46.49-8.25
92.16-19.59 > -27.67+18.04
Variant: 2 Level: Normal

Descent

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

3 Variants 3 Levels
1÷(–3)>2×(–1)
3552
Variant: A Level: Easy

Complete

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

2 Variants 3 Levels
(1111)÷5=
2472367
Variant: A Level: Hard

Quadratic

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

3 Variants 3 Levels
46x2=7360088x2=0
30x2=607508x2=968
Variant: 1 Level: Normal

Set

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

3 Variants 3 Levels
 -x+y=-1060
 
-y-x=620
 x-y=-340
 
y+x=-1440
Variant: 1 Level: Difficult

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