Math, asked by asmall, 1 year ago

find the product 5/9 and its reciprocal

Answers

Answered by Anonymous
36
Heya!
Here's Your Answer
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As we know,
Reciprocal is reverse of original number,

5/9 reciprocal is 9/5
Product= 5/9×9/5
=1
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Hope This Helps .....!!!!!
:-)

asmall: how to arrange the following fraction in descending orders
asmall: 2/9 2/3 8/21
Anonymous: first convert all Denominators equal
Anonymous: i.e lcm
Anonymous: 63 is lcm
Anonymous: 2×7/9×7, 2×21/3×21, 8×3/21×3
Anonymous: 14/63, 42/63, 24/63
Anonymous: Now arrange according to numerator
Anonymous: 42, 24 ,14
Anonymous: i.e 2/3 8/21 2/9
Answered by divyapakhare468
4

Answer:

Product of \frac{5}{9}  and its reciprocal  is 1 .

Step-by-step explanation:

To find :  product of \frac{5}{9}  and its reciprocal .

Solution :

  • Multiplication is a process of repetitive addition of integers.
  • According to multiplication rule for integer we know that if both positive integers are multiplied then the product obtained is positive integer. i.e. $(+) \times(+)=+$
  • We know that reciprocal of number is fraction turned upside down . Therefore according to integer rule we solve .
  • Reciprocal of  \frac{5}{9}   is \frac{9}{5} .
  • Therefore ,  \frac{5}{9}\times\frac{9}{5} = \frac{45}{45} = 1  
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