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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
3+7=1+3=5+2=3+1=
1+2=6+3=3+5=5+1=
Variant: 1 Level: Easy

Natural

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

3 Variants 4 Levels
890114-40114 > 305002+36972
772000÷193 < 519483÷129
Variant: A Level: Hard

Cognizant

Creates examples with multiplication and division integers

6 Variants 4 Levels
320970÷390=618240÷2576=
270000÷750=630÷3=
Variant: 2 Level: Hard

Column

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

3 Variants 3 Levels
30
10
78
23
+66
32
73
51
Variant: 3 Level: Easy

Linear

Creates linear equations, the answers are always positive and integer

4 Variants 3 Levels
897÷x=299864÷x=36x×31=310
44×x=836x÷25=441×x=410
Variant: 2 Level: Difficult

Remainder

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

1 Variant 3 Levels
88210
 
910100
 
27187
 
Variant: 1 Level: Difficult

Multiplier

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

1 Variant 5 Levels
×7507
52
×5749
42
×3350
60
Variant: 1 Level: Normal

Divisor

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

1 Variant 5 Levels
160÷8=1000÷4=938÷2=
185÷5=642÷6=300÷5=
Variant: 1 Level: Easy

Numeracy

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

3 Variants 3 Levels
55+3×10=46×3-90=12÷6-2=
3×7+69=87-34÷2=8×4+28=
Variant: 1 Level: Easy

Divisor ENG

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

1 Variant 5 Levels
  
177 256119
  
119 2489837
  
300 9900000
Variant: 1 Level: Hard

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
  
69 480
  
28 251
  
93 472
Variant: 1 Level: Difficult

Round

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

3 Variants 3 Levels
220000+66769≈480880-1191≈
407998+154241≈583433-140905≈
Variant: 2 Level: Difficult

Conversant

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

4 Variants 5 Levels
16-87+11=-36+10-42=-65+6+100=
28+70-92=91-63-88=-4-94-1=
Variant: 2 Level: Normal

Ceil

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

3 Variants 4 Levels
-410 < 1000-139 = -139
-809 < 610730 > 554
Variant: 1 Level: Difficult

Lineal

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

4 Variants 3 Levels
x=-94-x×10=-10010×(-x)=70
80÷(-x)=-2x÷15=1-x×(-2)=-56
Variant: 2 Level: Normal

Intellect

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

3 Variants 3 Levels
3224×11+4536=1690×60-9981=
-312÷104+7700=-6712-(92+1333)×53=
Variant: A Level: Hard

Logics

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

4 Variants 4 Levels
(-5×(-50))÷(-2)=(-800÷(-25))÷(-4)=
(50÷(-25))×(-250)=(4×400)÷(-100)=
Variant: 3 Level: Difficult

System

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

3 Variants 3 Levels
 4784x÷4y=4784
 
4x×21y=65856
 77x×3y=44352
 
19x÷19y=3
Variant: 2 Level: Normal

Quadratic

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

3 Variants 3 Levels
-2x2+8x=0-5x2+10x=03x2-6x=0
2x2-6x=0x2+5x=0-4x2-8x=0
Variant: 2 Level: Easy

Set

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

3 Variants 3 Levels
 414y÷2x=-92
 
y×6x=-216
 -y×9x=-540
 
810y÷10x=135
Variant: 2 Level: Easy

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