Property 2 = When a Fractional Number is divided by 1, the Quotient is always equal to Fractional number. at Algebra Den

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Home >> Fractions >> Properties of Division >> Property 2 >>

Property 2 = When a Fractional Number is divided by 1, the Quotient is always equal to Fractional number.

Property 1 Property 2 Property 3

Following are some examples related to Property 2 of Division of Fractions

Example 1 = Solve 10/5 ÷ 1
Answer = The proceed is as :-
= 10/5 ÷ 1
Multiply the given fraction with the Multiplicative inverse of 1 i.e 1 and we get;
= 10/5 × 1
Multiply numerator(10) with 1 and keep the denominator same and we get;
= (10 × 1) / 5
Solve the bracket and we get;
= 10/5
Hence, it is proved that When a Fractional Number is divided by 1, the Quotient is always equal to Fractional number.

Example 2 = Solve 1/4 ÷ 1
Answer = The proceed is as :-
= 1/4 ÷ 1
Multiply the given fraction with the Multiplicative inverse of 1 i.e 1 and we get;
= 1/4 × 1
Multiply numerator(1) with 1 and keep the denominator same and we get;
= (1 × 1) / 4
Solve the bracket and we get;
= 1/4
Hence, it is proved that When a Fractional Number is divided by 1, the Quotient is always equal to Fractional number.

Example 3 = Divide 104/45 by 1
Answer = The proceed is as :-
= 104/45 ÷ 1
Multiply the given fraction with the Multiplicative inverse of 1 i.e 1 and we get;
= 104/45 × 1
Multiply numerator(104) with 1 and keep the denominator same and we get;
= (104 × 1) / 45
Solve the bracket and we get;
= 104/45
Hence, it is proved that When a Fractional Number is divided by 1, the Quotient is always equal to Fractional number.