If In(a) = 2, ln(b) = 3, and In(c) = 5, evaluate the following: (2) In (2² ( ₁-²/²) - ( (+) 6-2c (b) In √6-¹c¹a-3 In (a-¹64) In ((be)¹) (c) 30 = 5.5 1.25 -1 (d) (In c¹) (n) ¹-
If In(a) = 2, ln(b) = 3, and In(c) = 5, evaluate the following: (2) In (2² ( ₁-²/²) - ( (+) 6-2c (b) In √6-¹c¹a-3 In (a-¹64) In ((be)¹) (c) 30 = 5.5 1.25 -1 (d) (In c¹) (n) ¹-
Chapter8: Sequences, Series,and Probability
Section: Chapter Questions
Problem 12T: Expand 3(x2)5+4(x2)3 by using Pascal’s Triangle to determine the coefficients.
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Transcribed Image Text:If In(a) = 2, ln(b) = 3, and In(c) = 5, evaluate the following:
(0 In (-3)-30
(a)
(b) In √b-¹c¹a-3
In (a¹b)
In ((bc)¹)
(c)
5.5
1.25
a -1
(c) (In c¹) (¹) ¹ -
In
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