The design of grains depicting the agricultural dominance of the country is flanked on the left periphery of the coin. The Rupee symbol shall be shown above the denominational value. REVERSE: The face of the coin shall bear denominational value “10” in the international numerals. The year of minting in international numerals shall be shown on centre of left periphery of the coin. The top right and bottom right peripheries shall bear the word 'Paanch Rupaye' in Hindi and “FIVE RUPEES” in English. REVERSE: The face of the coin shall bear denominational value “5” in the international numerals. OBVERSE: The face of the coin shall bear the Lion Capitol of Ashoka Pillar with the legend 'Satyamev Jayate' in Hindi inscribed below, flanked on the left periphery with the word 'Bharat' in Hindi and on the right periphery with the word “INDIA” in English.

The top right and bottom right peripheries shall bear the word 'Do rupaye' in Hindi and “TWO RUPEES” in English. But since the cumulative value of all coins equals 14, i.e., exceeds 13, this is not the answer.REVERSE: The face of the coin shall bear denominational value “2” in the international numerals. Hence this is the answer.However, if one takes two 5 Rupee coins, one 2 rupee coin and two 1 rupee coin, then too all values between 1 and 13 are achieved.

One 5 Rupee, three 2 Rupee and two 1 Rupee coins are required to realize any value between 1 and 13. Consider the value of N is 13, then the minimum number of coins required to formulate any value between 1 and 13, is 6. Coin denominations are 1 Rupee, 2 Rupee and 5 Rupee.Let’s Understand the problem using the following example.

Find the minimum number of coins required to form any value between 1 to N,both inclusive.Cumulative value of coins should not exceed N.

All country 5 rupees coin