What is the answer to c*i=700000[(1+i)^{20}-1] ?

The answer to c*i=700000[(1+i)^{20}-1] is c=717500000i

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c*i=700000[(1+i)^{20}-1]

c \cdot i = 700000 [(1 + i)^{20} - 1]

c = 717500000 i

Solution steps

c i = 700000 [(1 + i)^{20} - 1]

Divide both sides by

i

c = 717500000 i

340 - 2 x = 150

\frac{( 2 y - 1 )}{3} - \frac{( 3 y + 1 )}{4} = y - 6

a, 2 a + 5 b = c

x, g = (f)^{2}

\frac{4}{16} = \frac{3}{12}

What is the answer to c*i=700000[(1+i)^{20}-1] ?
The answer to c*i=700000[(1+i)^{20}-1] is c=717500000i