Sum: (2-3x5 ^ - 1) + (4-3x5 ^ - 2) + +(2n-3x5 ^ - n) urgent!

Sum: (2-3x5 ^ - 1) + (4-3x5 ^ - 2) + +(2n-3x5 ^ - n) urgent!

It can be divided into: (2 + 4 + 8 +. + 2n) - (3x5 ^ - 1 + 3x5 ^ - 2 +. + 3x5 ^ - n) which can be written into two different equal ratio sequences
Because 2 can be written as 2 ^ 1, 4 can also be written as 2 ^ 2, that is, SN1 = 2x (1-2 ^ n) / 1-2, SN2 = 3x5 ^ - 1x (1-0.2 ^ n) / 1-0.2
So Sn = sn1-sn2