(Minus one fifth to the 2006 power) multiplied by five to the 2007 power

(Minus one fifth to the 2006 power) multiplied by five to the 2007 power

=(1/5)2006 Power ×5 2006 power ×5
=(1/5×5) Power of 2006×5
=5

Determine the number of digits of the value of 2008 power of 2+2 to obtain the value of 2006 power of 2007 power of 2+...+2+1(to process,) Determine the number of digits of the value of +2+1 to the 2006th power of +2 to the 2007th power of +2 to the 2008th power of 2(to process,) Determine the number of digits of the value of the 2008 power +2 of 2 to obtain the 2006 power +...+2+1 of the 2007 power +2(to process,)

According to the law, the exponent above 2 is except 4. If there is no remainder, the number of digits is 6. If the remainder is 1, the number of digits is 2. If the remainder is 2, the number of digits is 4. If the remainder is 3, the number of digits is 8. If the remainder is 2009/4=502, the number of digits of the remainder is 1. Therefore, the number of digits of the second power is 2 and the sum formula S=[ a1*(1-q^n)]/(1-...

According to the law, the exponent above 2 is except 4. When there is no remainder, the number of digits is 6. When the remainder is 1, the number of digits is 2. When the remainder is 2, the number of digits is 4. When the remainder is 3, the number of digits is 8. When the remainder is 2009/4=502, the number of digits of the remainder is 1. Therefore, the number of digits of the is 2 and the sum formula S=[ a1*(1-q^n)]/(1-...