Question

write the following form p upon q 0.13 recurring​

Answer 1

Answer:

let 0.1313131313...... = x

100x = 13.13131313......

100x - x = 13.1313... - 0.13131313....

99x = 13

x = 13/99

In p/q form, 0.131313... = 13/99

Answer 2

Answer:

$\huge\bold\red{\underline{\underline{\sf{Given:}}}}$

0.13131313.....

$\huge\bold\red{\underline{\underline{\sf{To\:find:}}}}$

$\huge\bold\blue{\sf{\frac{p}{q} form}}$

X = 0.131313.... - i

100x =13.131313..-ii

Subtract i from ii

100x = 13.1313..

(-) X =0.1313..

99x =13

$\huge\bold\Green{\boxed{\boxed{\sf{\frac{13}{99}}}}}$

BRAINLY STARS TEAM