Manav has a collection of $1300$ stamps. $65$ % of the stamps are Indian stamps while the rest of foreign stamps. Find the number of Indian and foreign stamps in his collection

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Solution

Total stamps $= 1300$

Indian stamps $= 65 %$

Let Indian stamps be $x$ . Then, foreign stamps $= 1300 - x .$

Now,

$x = \frac{65}{100} \times 1300$

$x = 65 \times 13 = 845$

Therefore,

Indian stamps = $845$

Foreign stamps = $1300 - 845 = 455$

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Manav has a collection of 1300 stamps. 65% of the stamps are Indian stamps while the rest of foreign stamps. Find the number of Indian and foreign stamps in his collection

Total stamps =1300Indian stamps =65%Let Indian stamps be x. Then, foreign stamps =1300−x.Now,x=65100×1300x=65×13=845Therefore,Indian stamps = 845Foreign stamps = 1300−845=455

Manav has a collection of $1300$ stamps. $65$ % of the stamps are Indian stamps while the rest of foreign stamps. Find the number of Indian and foreign stamps in his collection

Total stamps $= 1300$

Indian stamps $= 65 %$

Let Indian stamps be $x$ . Then, foreign stamps $= 1300 - x .$

Now,

$x = \frac{65}{100} \times 1300$

$x = 65 \times 13 = 845$

Therefore,

Indian stamps = $845$

Foreign stamps = $1300 - 845 = 455$