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Please see attachment for problem sets. Discrete math.
Attachment:
20140731_162704_problem_sets.doc
Please see attachment for problem sets. Discrete math.
I would like some math problems worked out. Thanks a alot!
I would like some math problems worked out. Thanks a alot!
In Problems 25–32, find the inverse of each onetoone function.
In Problems 25–32, find the inverse of each onetoone function. State the domain and the range of each inverse function.
25)
Location: Annual Rainfall (inches)
Mt Waialeale, Hawaii 460.00
Monrovia, Liberia 202.01
Pago Pago, American Samoa 1 96.46
Moulmein, Burma 1 91 .02
Lae, Papua New Guinea Location 1 82.87
29_)
{51 3, 52, 1 2, 92, 1 1, 22, 10, 112, 11, 526}
In Problems 33–42, verify that the functions and are inverses of each other by showing that and Give any values of x that need to be excluded from the domain of f and the domain of g.
33)
f(x) = 3x + 4; g(x)= 1/3 (x4)
In Problems 29–44, for the given functions and find:
(a) f * g (b) g*f (c)f*f (d)g*g
State the domain of each composite function.
33.) f(x) = x^2; g(x)= x^2 + 4
35) f(x) = 3/x  1 ; g(x) = 2/x
In Problems 53–58, find functions f and g so that f * g = H.
53)
H(x)=(2x + 32)^4
In Problems 15–24, approximate each number using a calculator. Express your answer rounded to three decimal places.
15) 3^2.2
In Problems 13–28, use properties of logarithms to find the exact value of each expression. Do not use a calculator.
15) ln e^4
19) log8 2 + log8 4
23) log2 6 * log6 8
In Problems 37–56, write each expression as a sum and/or difference of logarithms. Express powers as factors.
52) log [x^3* Square root of X + 1/ (x2)^2] ; x > 2
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