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Integer

Select from the list a generator that creates examples with integer answers and numbers

Beginner

Creates examples with addition and subtraction operations of integers, the answers are always positive

5 Variants 5 Levels
913968-178803=885648-195648=
950543-250543=411302-366137=
Variant: 2 Level: Hard

Natural

Creates expressions with comparisons of integers, the numbers are always positive

3 Variants 4 Levels
522270 > 22777
212400÷59 < 697527÷51
Variant: A Level: Hard

Cognizant

Creates examples with multiplication and division integers

6 Variants 4 Levels
693462÷231×162=144×625÷9=
95040÷96÷11=1584÷528×511=
Variant: 4 Level: Hard

Column

Creates examples for addition or subtraction of integers by a column method

3 Variants 3 Levels
400000
229487
949800
642000
1000000
769475
Variant: 2 Level: Hard

Linear

Creates linear equations, the answers are always positive and integer

4 Variants 3 Levels
390-x=0352÷(5+x)=32
x+753=90323+x=697
Variant: A Level: Difficult

Remainder

Creates examples with a division operation, that can contain the remainder of the division

1 Variant 3 Levels
654100
 
910100
 
3706
 
Variant: 1 Level: Difficult

Multiplier

Creates examples with a multiplication operation of integers by a column method

1 Variant 5 Levels
×5470
2657
×48742
1676
×65000
1499
Variant: 1 Level: Hard

Divisor

Creates examples with a division operation of integers by a column method

1 Variant 5 Levels
20000100
 
900000500
 
2626293373
 
Variant: 1 Level: Hard

Numeracy

Creates examples with operations of addition, subtraction, multiplication and division of integers, the answers are always positive

3 Variants 3 Levels
510÷15+223=400÷10+21×10=
570-800÷(280-272)=23+80÷40+395=
Variant: A Level: Normal

Divisor ENG

Creates examples with a long division of integers according to the British system

1 Variant 5 Levels
12000÷60=40000÷25=57000÷95=
43243÷83=65961÷21=83300÷28=
Variant: 1 Level: Difficult

Remainder ENG

Creates examples with a long division according to the British system, that can contain the remainder of the division

1 Variant 3 Levels
  
29
  
38
  
10 47
  
41
Variant: 1 Level: Easy

Round

Creates expressions with the operation of rounding integers to tens, hundreds or thousands

3 Variants 3 Levels
8118-2053≈992≈
4126≈4×2234≈
Variant: A Level: Normal

Conversant

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

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

Ceil

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

3 Variants 4 Levels
403 > -804-520 < 700
619 > 610-985 < -854
Variant: 1 Level: Difficult

Lineal

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

4 Variants 3 Levels
-100÷x-10=02+x÷2=-43-3×x+29=-1
x-30=90x÷10+1=-1x÷33-2=-4
Variant: 3 Level: Normal

Intellect

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

3 Variants 3 Levels
6522+612÷18-1891=3984-3780÷270+3513=
-5264×11-91×56=29600+1200×54÷27=
Variant: 2 Level: Hard

Logics

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

4 Variants 4 Levels
(14400÷(-10))÷12=
(-63360÷36)÷(-44)=
Variant: A Level: Hard

System

Creates system of equations, the answers are always integers and positive

3 Variants 3 Levels
 720x÷3y=800
 
y×17x=510
 2x×2y=40
 
720y÷4x=18
Variant: 2 Level: Easy

Quadratic

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

3 Variants 3 Levels
240x2-26160x=0276x2+2760x=0
-490x2-377300x=0-370x2-335590x=0
Variant: 2 Level: Difficult

Set

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

3 Variants 3 Levels
 y+x=13
 
x-y=7
 y-x=9
 
y+x=3
 -y+x=8
 
-y-x=6
Variant: 1 Level: Easy

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