Question

2 numbers are 26% and 5% more than the third. What percentage is the first of the second?​

Answer 1

Step-by-step explanation:

$\bf{\underline{Given}}$

2 numbers are 26% and 5%

$\bf{\underline{To \: find}}$

the percentage is the frist of the second

$\bf{\underline{\underline{Answer}}}$

let the third number be x

$\bf{\underline{Given}}$

Frist number be 26% ,more than thrid number..

so, frist number = ( 100+26)% of x

= 》 126% of x

= 》 1.26 x

Also, second number is 5% , more than thrid number

so,,second number = (100+5)% of x

=》 105 % of x

=》 1.05 x

Therefore,,,,,

$\frac{frist \: number}{second \: number} \times 100$

$\frac{1.26x}{1.05x} \times 100$

$\frac{126}{1.05}$

Hence 120% of the percentage is the frist of the second....

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Hope it is helpful to you

mark brainliest

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