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admin Q.07 Solution: Given Equation of tangent line Q.08 , find an equation for the tangent line to the graph of at . Solution: Given Equation of tangent line Q.09 Use definition 2.2 .1 to find and then find the tangent line to … Read more
Q.01 Solution: We shall find the instantaneous velocity when From the graph, we see thatat at Instantaneous velocity at is equal to the slope of the tangent line at Q.02 Solution: We shall find instantaneous velocity at and .From the graph, we see thatat at Instantaneous … Read more
Q.01 Find the discontinuities if any Solution: This a composition of two functions. Let and so we can write is a polynomial which is continuous everywhere, and is continuous on . Therefore, their composition is continuous ie is continuous everywhere. There is no point of discontinuity. Q.02 Solution: … Read more
Q.05 Solution: Consider the function For each part, is the given function continuous at ?(a) is not continaous at (b) and Since is not continuous at Q.05(c-d) (c) Solution: and Therefore, in not continuous at . (d) … Read more
Q.09 Solution: This is because the behavior of a polynomial matches the end behavior of its highest degree term. Q.10 Solution: is the highest degree term). Q.11 Solution: . Q.12 Solution: Q.13 Solution: is the highest degree term in the numerater and is the highest … Read more
Q.01 Solution: Given that (a) (b) (c) (d) (e) (f) Q.02 Solution: First of all, we shall find the following limits. (i) Limit of at . This is because as approaches 0 … Read more
Q.01 For the function g graphed in …. find Solution Solution: (a) This is because as approaches o from the left side, approaches 3. (b) From the graph, we can see that as approaches o from the right side, approaches 3. (c) Since that is the left-hand limit and right-hand limit both are equal to … Read more
Q.01-02 Simplify the expression without using a calculating utility. Solution: 1. (a) (b) (c) 2. (a) (b) (c) Q.05 Find the exact value of the expression without using a calculating utility. Solution: (a) (b) (c) (d) … Read more
Q.01 Determine whether and are inverse functions. Solution: (a) and are inverse functions. (b) and are not inverse function (c) and are inverse functions. Q.09 Find a formula for . Solution: Interchanging and Q.10 Find a formula for . Solution: solving for … Read more
EXERCISE SOLUTION-0.1, Page#11, Calculus Book [10th Edition] by Howard ANTON, IRL BEVINS, and STEPHAN DAVIS. This section of the book consists of the definition of functions and their domain and range. The functions can be described by tables, graphs, formulas, and words. You can find the solutions to problems in this section which will help … Read more