The American Standard Code for Information (ASCII) is used to encode characters of the alphabet as binary numbers. Each character is assigned an eight-digit binary number written in two groups of four digits as follows: A–O are prefixed by 0100, and the second grouping starts with A = 0001, B = 0010, C = 0011, etc. P–Z are prefixed by 0101, and the second grouping starts with P = 0000, Q = 0001, R = 0010, etc. For example, C = 0100 0011 and Q = 0101 0001. For Exercises 65–68, write each word in ASCII code . 67. UNION
The American Standard Code for Information (ASCII) is used to encode characters of the alphabet as binary numbers. Each character is assigned an eight-digit binary number written in two groups of four digits as follows: A–O are prefixed by 0100, and the second grouping starts with A = 0001, B = 0010, C = 0011, etc. P–Z are prefixed by 0101, and the second grouping starts with P = 0000, Q = 0001, R = 0010, etc. For example, C = 0100 0011 and Q = 0101 0001. For Exercises 65–68, write each word in ASCII code . 67. UNION
Solution Summary: The author explains the ASCII code for the word UNION. The prefix of the binary number corresponding to the letter P is 0101.
The American Standard Code for Information (ASCII) is used to encode characters of the alphabet as binary numbers. Each character is assigned an eight-digit binary number written in two groups of four digits as follows:
A–O are prefixed by 0100, and the second grouping starts with A = 0001, B = 0010, C = 0011, etc.
P–Z are prefixed by 0101, and the second grouping starts with P = 0000, Q = 0001, R = 0010, etc. For example, C = 0100 0011 and Q = 0101 0001.
For Exercises 65–68, write each word in ASCII code.
4.5 Derivatives of Logarithmic Functions
1. Find the derivative of each function.
a) y=ln (-3x)
b) f(u)=nu
c) 9(x)=x-1
lnx
3. If the total revenue received from the sale of x items is given by
R(x)=30ln (2x+1),
While the total cost to produce x items is C(x)=✗, find the following.
a) The marginal revenue
b) The profit function P(x) (Hint: P(x)=R(x)-C(x)}
c) The marginal profit when x=20
d) Interpret the results of part c).
2. The sales of a new personal computer (in thousands) are given by
S(t)=100-90€-04:
Where t represents time in years. Find and interpret the rate of change of sales at each time.
a) After 1 year
b) After 5 years
c) What is happening to the rate of change of sales as time goes on?
d) Does the rate of change of sales ever equal zero?
Probability And Statistical Inference (10th Edition)
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