Property 1 = The Product of a Fractional Number and 1 is again a Fractional Number itself

Property 1

Property 2

Property 3

Property 4

Read the following examples to have clear understanding of this Property Example 1 = Multiply 1/5 with 1 Answer = The Proceed is as :- Write 1 also as a Fractional Number and we get; =(1/5) × (1/1) Now divide; multiplication of numerators by multiplication of denominators and we get; = (1 × 1) / (5 × 1) Solves the brackets; = 1/5 Hence, we can see that Property 1 stands true. Example 2 = Solve 1 × (4/3) Answer = The Proceed is as :- Write 1 also as a Fractional Number and we get; =(1/1) × (4/3) Now divide; multiplication of numerators by multiplication of denominators and we get; = (1 × 4) / (1 × 3) Solves the brackets; = 4/3 Hence, we can see that If a fractional number is multiplied with 1, the fractional number repeats itself. Example 2 = Find Product of 1 and (10/27) Answer = The Proceed is as :- Write 1 also as a Fractional Number and we get; =(1/1) × (10/27) Now divide; multiplication of numerators by multiplication of denominators and we get; = (1 × 10) / (1 × 27) Solves the brackets; = 10/27 Hence, we can see that The Product of a Fractional Number and 1 is the Fractional Number itself.