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A simple test for practicing division with remainder. Numbers are randomised, and ranges for divisor and quotient can be specified.

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A simple test for division and remainder.

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{divident} ÷ {divisor} = ? r ?

", "advice": "

First, we want to find the largest multiple of {divisor} which is less than or equal to {divident}. This is {divisor} × {quotient} = {divisor * quotient}. The factor by which we multiply, {quotient}, is the quotient.

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

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A simple test for division and remainder.

", "licence": "Creative Commons Attribution 4.0 International"}, "statement": "

{divident} ÷ {divisor} = ? r ?

", "advice": "

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

A simple test for division and remainder.

", "licence": "Creative Commons Attribution 4.0 International"}, "statement": "

{divident} ÷ {divisor} = ? r ?

", "advice": "

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

A simple test for division and remainder.

", "licence": "Creative Commons Attribution 4.0 International"}, "statement": "

{divident} ÷ {divisor} = ? r ?

", "advice": "

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

A simple test for division and remainder.

", "licence": "Creative Commons Attribution 4.0 International"}, "statement": "

{divident} ÷ {divisor} = ? r ?

", "advice": "

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

A simple test for division and remainder.

", "licence": "Creative Commons Attribution 4.0 International"}, "statement": "

{divident} ÷ {divisor} = ? r ?

", "advice": "

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

A simple test for division and remainder.

", "licence": "Creative Commons Attribution 4.0 International"}, "statement": "

{divident} ÷ {divisor} = ? r ?

", "advice": "

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

A simple test for division and remainder.

", "licence": "Creative Commons Attribution 4.0 International"}, "statement": "

{divident} ÷ {divisor} = ? r ?

", "advice": "

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

A simple test for division and remainder.

", "licence": "Creative Commons Attribution 4.0 International"}, "statement": "

{divident} ÷ {divisor} = ? r ?

", "advice": "

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

A simple test for division and remainder.

", "licence": "Creative Commons Attribution 4.0 International"}, "statement": "

{divident} ÷ {divisor} = ? r ?

", "advice": "

To find the remainder, check how much you need to add to {divisor * quotient} to get to {divident}. Since {divisor * quotient} + {remainder} = {divident}, the remainder is {remainder}.

So, {divident} ÷ {divisor} = {quotient} r {remainder}.

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