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MHT CET · Maths · Sequences and Series

The money invested in a company is compounded continuously. ₹ 400 invested today becomes ₹ \(800\) in 6 years, then at the end of 33 years, it will become \(_{-}(\sqrt{2} = 1 \cdot 4142)\)

  1. A \(9050 \cdot 88\)
  2. B \(18101 \cdot 76\)
  3. C \(6788 \cdot 16\)
  4. D \(12067 \cdot 84\)
Verified Solution

Answer & Solution

Correct Answer

(B) \(18101 \cdot 76\)

Step-by-step Solution

Detailed explanation

\(e^{6r} = \frac{800}{400} = 2\) \(A = 400e^{33r} = 400(e^{6r})^{33/6}\)