I tell you there's nothing impossible in the world of cryptocurrencies.

Calculating the number of coins that need to be burned for the price of Pepe coin to reach 1$ depends on several factors, including:

1. Total supply of the coin: the number of circulating coins.

2. Demand for the coin: the number of people willing to buy the coin.

3. Current price of the coin: the current price of Pepe.

4. Market liquidity: trading volume and liquidity in the coin market.

Approximate calculation:

Let's assume that the total supply of the Pepe coin is 420 billion coins, and the current price is 0.00001 dollars.

If we want to calculate the number of coins that need to be burned for the price to reach 1 dollar, we can use the following formula:

Number of coins that need to be burned = total supply - (desired price / current price) × total supply*

As follows:

Number of coins that need to be burned = 420,000,000,000 - (1 / 0.00001) × total supply required to reach the price of 1 dollar

Number of coins that need to be burned = 420,000,000,000 - 100,000 × total supply required to reach the price of 1 dollar

Number of coins that need to be burned = 420,000,000,000 - 420,000,000,000 × (0.00001 / 1)

Number of coins that need to be burned = 419,999,580,000

The value of these coins at the current price against the dollar is

( 3826196 three million eight hundred twenty-six thousand one hundred and sixty-nine dollars only )

This means we need to burn approximately 99.9999% of the total supply of the Pepe coin for its price to reach 1 dollar.

One whale is capable of raising the price to 10$ , not just one dollar.