The space probe must be able to recognize 7 distinct command types.
The number of combinations that can be encoded using n bits is 2^n. Thus, the minimum number of bits required to encode at least 7 different commands would be:
2^n > 7
2^n > 2^2.80
n > 2.80
n=3
A minimum of 3 bits is required
Answer:
you can compute the average by splitting the results by the exam duration and arriving at your answer
Step-by-step explanation:
Let x denote the radius of the cylinder. Given that its height is double the radius, the cylinder's height equals 2x. To compute the volume, we apply the appropriate formula. By substituting r = x and h = 2x, we can derive that the volume equals 2πx³ in cubic units. Hence, option b is the correct choice.
Hi! I arrived at the answer of 15%. Step-by-step explanation: 1. A useful formula for calculating percentage increase is: ((New Number - Old Number) / Old Number )*100 = Percentage Increase. 2. Thus, (3.68 - 3.20) / 3.20 = 0.15. 3. Then, multiplying 0.15 by 100 yields 15%. I hope this is helpful!
Could you please provide the answer options?
