Decimal Number $($base $10)$

Binary Number $($base $2)$

$0$

$0$

$1$

$1$

$2$

$10$

$3$

$11$

$4$

$100$

$5$

$101$

$6$

$110$

$7$

$111$

$8$

$1000$

$9$

$1001$

$10$

$1010$

$20$

$10100$

$30$

$11110$

$40$

$101000$

$50$

$110010$

$60$

$111100$

$70$

$1000110$

$80$

$1010000$

$90$

$1011010$

$100$

$1100100$

$200$

$11001000$

$300$

$100101100$

$400$

$110010000$

$500$

$111110100$

Use this table as a reference when answering the following:

How many bits would it take to store the following decimal numbers:

$0$

bits

$20$

bits

$40$

bits

$400$

bits

Flag question: Question $6$

Question $615$ pts

Explain how audio is stored in a computer and the importance of the sampling rate as described by the Nyquist Theorem.

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