Get Doing Physics with Scientific Notebook: A Problem-Solving PDF

By Joseph Gallant

ISBN-10: 0470665971

ISBN-13: 9780470665978

ISBN-10: 1119941571

ISBN-13: 9781119941576

This advisor offers step by step directions to lead these utilizing medical pc (SNB) software program to accommodate physics difficulties. together with a CD allowing the reader to have 30-day trial of SNB software program, the ebook comprises many examples with designated motives of ways to exploit the positive aspects of SNB to resolve many physics difficulties. whereas it follows the conventional undergraduate physics curriculum often utilized by textbooks and will consequently be used to complement any undergraduate physics textual content, expert physicists and engineers also will locate the booklet useful.Content:
Chapter 1 creation to SNB (pages 1–82):
Chapter 2 One–Dimensional Kinematics (pages 83–104):
Chapter three Vectors (pages 105–126):
Chapter four Projectile movement (pages 127–156):
Chapter five Newton's legislation of movement (pages 157–178):
Chapter 6 Conservation legislation (pages 179–220):
Chapter 7 round movement (pages 221–250):
Chapter eight Harmonic movement (pages 251–278):
Chapter nine relevant Forces (pages 279–308):
Chapter 10 Fluids (pages 309–334):
Chapter eleven Temperature and warmth (pages 335–357):
Chapter 12 detailed Relativity (pages 359–396):

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Additional info for Doing Physics with Scientific Notebook: A Problem-Solving Approach

Example text

180 cot−1 π √1 3 = 60 As you can see, SNB allows two ways to write inverse trigonometric functions. 16 Survey says! Find the distance to an object that is 10 feet tall whose top is 15◦ above the horizontal. Solution. Basic trigonometry tells us that the tangent of the angle is the object’s height divided by the distance to the object. Create an equation for this condition, place the insertion point anywhere in the equation, and click the Solve Exact button. Then use Evaluate Numerically on the exact answer.

To edit the “positive” solution by-hand, take the minus sign in front and move it to create “−b”. Then replace the minus sign before the radical with a plus sign. Place the insertion point anywhere in the expression and choose Check Equality. 1 b− − 2a √ b2 − 4ac = 1 2a −b + √ b2 − 4ac is true When editing an expression by-hand in SNB, it is a good idea to Copy it, set the copy equal to the original expression, and work on the copy. After you’ve made a few changes, use Check Equality, Save your work, and repeat the process.

Solution. A Fibonacci Number is a member of a sequence where each number equals the sum of the two previous numbers. The first eleven are 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, and 55. One way to calculate the nth Fibonacci Number uses a binomial coefficient. n n−m 2n − m im−1 (1 − 2i) Fn = m−1 m=1 Create an expression for the above function, using the Sum button on the Math Templates toolbar and the Insert + Binomial menu item. The upper and lower limits on the Sum go in a Superscript and Subscript, respectively.

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Doing Physics with Scientific Notebook: A Problem-Solving Approach by Joseph Gallant

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Categories: Mathematical Physics