Vrite the repeating decimal first as a geometric series and then as a fraction (a ratio of two integers). 5.8423 = 5.84232323... ... Write the repeating decimal as a geometric series. Choose the correct answer below. 00 5.8423 = 0.0023+ £ 5.84(0.001)* k=0 5.8423 = 0.0023(0.01)* k=0 5.8423 = 5.84 + E 0.0023(0.01)* k-0 00 5 8423 = E 5.84(0.1)* %3D k-0 Write the repeating decimal as a fraction (a ratio of two integers) 57,839 5.8423 = (Type an integer or a simplified fraction.) 9900

Q: (() 6. Given Cn 12 write the first four terms of the sequence. %3D

A: We have to solve the problem

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A:

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A:

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A: Here is the solution: