'Odd power' presentation slideshows

Lecture 10

Lecture 10. Plane Wave Propagating in a Ferrite Medium Propagation in a Ferrite-Loaded Rectangular Waveguide Faraday Rotation Birefringence Isolators Circulators. Plane Wave Propagating in a Ferrite Medium.

1.16k views • 82 slides

Integrals

Integrals. By Zac Cockman Liz Mooney. Integration Techniques. Integration is the process of finding an indefinite or diefinite integral Integral is the definite integral is the fundamental concept of the integral calculus. It is written as

733 views • 38 slides

Warm-Up

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Frances puts $50 in a bank account on Monday morning every week.

Frances puts $50 in a bank account on Monday morning every week. Draw a graph of what Frances's bank account looks like over time. Put number of weeks on the horizontal axis, and number of dollars in her account on the vertical axis. A) ?. B) ?. C) ?. D) ?. E) ? None of the Above. ?. $.

352 views • 27 slides

Integrals

Integrals . Keity Okazaki Emily Wang Lisa Wang. Antiderivative. A function is an antiderivative of on if for all

454 views • 22 slides

NEGATIVE NUMBERS RAISED TO POWERS

NEGATIVE NUMBERS RAISED TO POWERS. When a NEGATIVE number is raised to an ODD POWER: The sign of the power is negative. EX: (-1)x (-1)x ??? x (-1) = (-1) 13 13 times ODD #. NEGATIVE NUMBERS RAISED TO POWERS.

413 views • 10 slides

Unit #6: Radical Functions 7-1: Roots and Radical Expressions

Unit #6: Radical Functions 7-1: Roots and Radical Expressions. Essential Question: When is it necessary to use absolute value signs in simplifying radicals?. 7-1: Roots and Radical Expressions. Definitions Since 5 2 = 25, we say that 5 is a square root of 25

289 views • 9 slides

First, isolate the term containing the radical.

Example 1 (one radical): Solve . Equation Containing Radicals: Solving Algebraically. First, isolate the term containing the radical. Next, square both sided to remove the radical. Now solve the resulting equation. x = - 4, x = - 3.

304 views • 4 slides