Explain why ln x is positive for x > 1 and negative for 0 < x <
Question:
Explain why ln x is positive for x > 1 and negative for 0 < x < 1.
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Answer rating: 60% (5 reviews)
For x 1 ln x ...View the full answer
Answered By
Niala Orodi
I am a competent and an experienced writer with impeccable research and analytical skills. I am capable of producing quality content promptly. My core specialty includes health and medical sciences, but I can competently handle a vast majority of disciplines.
5.00+
1+ Reviews
10+ Question Solved
Related Book For
Calculus Of A Single Variable
ISBN: 9781337275361
11th Edition
Authors: Ron Larson, Bruce H. Edwards
Question Posted:
Students also viewed these Mathematics questions
-
Wallace and Brace CPA assign a partner to screen and recommend (or decline) potential clients prior to acceptance. Discuss at least 4 specific issues which should have been considered prior to...
-
Positive charge Q is distributed uniformly around a very thin conducting ring of radius a, as in Fig. 21.23. You measure the electric field E at points on the ring axis, at a distance x from the...
-
Positive charge Q is distributed uniformly along the positive y-axis between y = 0 and y = a. A negative point charge -q lies on the positive x axis, a distance x from the origin (Fig. 21.48). (a)...
-
Express the given quantity in terms of sin x and cos x. sin 2 X
-
Can bonds be purchased only by large institutional investors? Explain.
-
What is q total , and how is it constructed using the partition functions for each energetic degree of freedom discussed in this chapter?
-
Palestine Corp. earned net income of \(\$ 108,000\) for 2007. Palestine's books include the following figures: Requirement Compute Palestine's EPS for the year. Preferred stock, 6%, $50 par, 1,000...
-
The shareholders' equity section of the balance sheet of TNL Systems Inc. included the following accounts at December 31, 2010: Required: 1. During 2011, TNL Systems reacquired shares of its common...
-
Question 1 (Customer Dissatisfaction): Discuss one of your own experience when you believe the quality suffered at the service provider and you left as a highly dissatisfied customer. Question 2...
-
Fun Silly Toys (FST) produces a number of space themed toys (e.g., astronaut action figures). One of the newer divisions at FST is the board game division, which currently produces and sells one...
-
In your own words, describe what it means to say that the function g is the inverse function of the function f.
-
Can you use the Log Rule to find the integral below? Explain. X (x-4) dx
-
Compute the torque required to lower the load with the screw from Problem 5. Data in Problem 5. If an Acme-thread power screw is loaded in tension with a force of 30 000 lb, what size screw from...
-
What makes a great campaign? How do you know?
-
Think of a popular consumer brand that you like, what type of research would you do before developing a campaign for that brand? How would you conduct it? What type of questions would you want to...
-
One line of a three-phase generator is open circuited, while the other two are short-circuited to ground. The line currents are \(I_{a}=0, I_{b}=1000 / 150^{\circ}\), and \(I_{c}=\) \(1000...
-
Show how to develop a Gantt chart and a PERT chart.
-
Describe the elements of a brand and explain why brands are important.
-
What are the advantages and disadvantages of animation?
-
For the data in Exercise 17-19, use the FIFO method to summarize total costs to account for, and assign these costs to units completed and transferred out, and to units in ending work in process....
-
In Exercises use the integration capabilities of a graphing utility to approximate the surface area of the solid of revolution. Function y = sin x Interval [0, ] Axis of Revolution x-axis
-
In Exercises find the volume generated by rotating the given region about the specified line. R about x = 1 1 0.5 R R2 0.5 y=x R3 + 1 y = x X
-
What precalculus formula and representative element are used to develop the integration formula for arc length?
-
Q2. Show that sin-13/5-sin-18/17 = cas-184/85. Q3. Find equation of tangent and normal to curve x2/3 + y/3 = 2.
-
e) Evaluate ex f) Solve dx g) Find derivative of the function f(x) = 2x + 3x-5 at x = 1.
-
Q9. Prove that: cot 4x(sin 5x + sin 3x) = cotx (sin 5x - sin 3x) Q10. Show that sin-13-sin-1 = 84 17 85
Study smarter with the SolutionInn App