Question

A son-in-law called his father-in-law and said that during the 1st to 31st of the month, I will come to you on any date, but the date on which I come, I will have to give that much gold on that date. The father-in-law asked the jeweler to make 1 to 31 grams of guinea the very next day, but the jeweler was so mathematical, so sure that he made only 5 guineas of different grams and gave it to the father-in-law and said If they come, they will work, * Tell me, what are the 5 villages that were made by making

Answer 1

Answer:

Step-by-step explanation:Numbers are

1 ,2 ,4 ,8, ,16

Add these numbers

All date 1 to 31 will be get

Answer 2

Given:

please find the given question.

To find:

find 5 different number=?

Solution:

In the given question at the last line, there is some mistake so, the correct solution can be defined as follows:

The five selected value is= 1, 2, 4, 8, and, 16

Example:

If son-in-law comes in 5th date so:

$\to 1+4 =5$

If son-in-law comes in 10th date so:

$\to 2+8 =10$

If son-in-law comes in 21st date so:

$\to 16+4+1=21$

If son-in-law comes in 29th date so:

$\to 16+8+4+1=29$

If son-in-law comes in 31st date so:

$\to 16+8+4+2+1=31$

That's why the final number are 1, 2, 4, 8, and, 16.