Question

FIND VALUE OF EACH LETTER. PLS TAKE YOUR TIME DIFF LETTERS- DIFF DGITS

Answer 1

Given :   $M + \frac{1}{ A + \frac{1}{ T + \frac{1}{H + \frac{1}{25} } } } = \frac{18571}{14937}$

To find : Value of Different Letters M  , A  ,  T ,  H  

Solution:

18571 / 14937   =   1    +   3634 / 14937

= 1   +    1/  ( 14937 / 3634)

14937 / 3634  =  4  + 401/3634  

= 4  +  1/(3634/401)

3634/401  =  9  +   25/401

= 9  +  1/(401/25)

401/25  =  16  + 1/25

1      +      1/ ( 4    +  1/(9  +   1 /(16  +  1/25) ) )

if its  1/25 instead of 5

Then M = 1    A = 4   T  =  9   ,  H  =  16  

$1 + \frac{1}{ 4 + \frac{1}{ 9 + \frac{1}{16 + \frac{1}{25} } } } = \frac{18571}{14937}$  

Learn More:

simplification of 2.75-1.25 +4.75-3.80 in fractional form is - Brainly.in

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