Tag Positive | Mathematical Examples

Select from the list a generator that creates examples with answers and intermediate calculations that always positive

Beginner

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

5 Variants 5 Levels

597246-57246=	144524+46154=
1000000-0=	126529+74200=

Variant: 3 Level: Hard

parentheses

Settings

Natural

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

3 Variants 4 Levels

839561 > 556301	490089 > 250340
920151 > 560411	796100 > 715403

Variant: 1 Level: Hard

Settings

Cognizant

Creates examples with multiplication and division integers

6 Variants 4 Levels

2×4500=	17×91=	25×32=
6624÷2=	4200÷2=	3600÷50=

Variant: 3 Level: Difficult

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Settings

Column

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

3 Variants 3 Levels

+	796529
+	201471

–	210000
–	102695

–	191886
–	34940

Variant: 3 Level: Hard

column

Settings

Linear

Creates linear equations, the answers are always positive and integer

4 Variants 3 Levels

2÷x=2	4÷x=2	x×2=8
6×x=6	x×10=10	2×x=6

Variant: 2 Level: Easy

column

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Remainder

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

1 Variant 3 Levels

15	3

59	10

29	9

26	3

Variant: 1 Level: Easy

column

Settings

Multiplier

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

1 Variant 5 Levels

×	7734
×	7000

×	71200
×	1008

×	48742
×	1676

Variant: 1 Level: Hard

column

Settings

Divisor

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

1 Variant 5 Levels

1562499	139

5636374	587

900000	500

Variant: 1 Level: Hard

column

Settings

Numeracy

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

3 Variants 3 Levels

(1791-1341)÷(20+10)=	4704÷28+2280÷760=
1155+96÷32=	541+12×12+15=

Variant: A Level: Hard

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Divisor ENG

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

1 Variant 5 Levels


177	256119


132	5488428


473	6106903

Variant: 1 Level: Hard

column

Settings

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

59÷5=	132÷7=	284÷16=
90÷6=	119÷8=	124÷18=

Variant: 1 Level: Normal

column

Settings

Round

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

3 Variants 3 Levels

9959-168≈	9000-7575≈	1780+667≈
93+2447≈	8604-785≈	30+73≈

Variant: 2 Level: Normal

Settings

Partitive

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

3 Variants 4 Levels

1.6+8.4=	2.4+3.7=	8.4-0.4=
8.4-3.9=	5-4.7=	0.1+7=

Variant: 1 Level: Easy

parentheses

Settings

Divisional

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

1 Variant 3 Levels

30.6	8.5

3.7	0.5

35.2	0.5

23	9.2

Variant: 1 Level: Easy

column

Settings

Denary

Creates examples with multiplication and division of decimals

5 Variants 4 Levels

0.9×4.8=	4×0.01=
25.6÷6.4=	55.44÷42=

Variant: 3 Level: Normal

parentheses

Settings

Rounding

Creates expressions with the operation of rounding decimals

3 Variants 3 Levels

10.004≈	89.911-10.411≈
4.37×0.168≈	98.547≈

Variant: A Level: Difficult

Settings

Numerator

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

3 Variants 3 Levels

76	558	–	43918	=
	575		575

1	+	44	71	=
4			180

Variant: 1 Level: Hard

parentheses

Settings

Point

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

3 Variants 4 Levels

59.7 < 76.5

36 > 25.4

Variant: A Level: Easy

Settings

Improper

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

3 Variants 3 Levels

1	×	40	535	<	28	3	×	182
5			659			7		597

Variant: A Level: Hard

Settings

Divisional ENG

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

1 Variant 3 Levels


3.125	9


0.16	0.04


2	0.142

Variant: 1 Level: Difficult

column

Settings

Residual

Creates examples with a division operation of integers, the answers may contain a decimal point

1 Variant 3 Levels

60	8

52	4

40	2

34	10

Variant: 1 Level: Easy

column

Settings

Definition

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

3 Variants 4 Levels

130.06÷(119.396-114.751)÷345.679=

1.25×(506.925-314.925)×0.008=

Variant: A Level: Hard

parentheses

Settings

Fragment

Creates examples with multiplication and division of fractions

3 Variants 3 Levels

9	÷	21	=
2		4

1	1	×	10	=
	5		3

3	÷	4	1	=
5			5

Variant: 1 Level: Easy

parentheses

Settings

Reduction

Creates expressions with fractions which need to reduce

1 Variant 3 Levels

114	=
1178

90	=
132

Variant: 1 Level: Hard

Settings

Limited

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

2 Variants 3 Levels

2	×	309	–	25	1	=
3		8			28

34	31	–	27	×	25	79	=
	36		32			81

Variant: A Level: Normal

parentheses

Settings

Residual ENG

Creates examples with a long division of integers according to the British system, the answers may contain a decimal point

1 Variant 3 Levels


20	51


40	96


12	27

Variant: 1 Level: Difficult

column

Settings

System

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

3 Variants 3 Levels

	12y×x=72000

	24000x÷45y=320

	77x×3y=44352

	19x÷19y=3

Variant: 2 Level: Normal

Settings

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Positive

Beginner

Natural

Cognizant

Column

Linear

Remainder

Multiplier

Divisor

Numeracy

Divisor ENG

Remainder ENG

Round

Partitive

Divisional

Denary

Rounding

Numerator

Point

Improper

Divisional ENG

Residual

Definition

Fragment

Reduction

Limited

Residual ENG

System

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