Question

Show that 1.23232323-----=1.23 can be expressed in the form p/q,here p and q are integers and p #0

Answer 1

given:

1.232323....

=> let x = 1.2323...

=> 10x = 12.32323...

=> 100x = 123.2323...

=> 100x-x = 123.2323...- 1.2323...

=> 99x = 122

=> x = 122/99

so the required Answer is 122/99

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Answer 2

Answer:

hii mate...

sol:-

Let x = 1.2323-----eq.1

multiply both the no. by 100

100x= 123.23------eq.2

subtract 1 from 2

100x-x = 123.23-1.23

99x = 122

x = 122/99

Hope it helps u...