'Graph shifts left' diaporamas de présentation

Cosecant

Cosecant. Objective. To graph the cosecant. y = csc X. Recall from the unit circle that csc ? = r/y. csc ? is undefined whenever y = 0. y = csc x is undefined at x = 0 , x = ? and x= 2 ?. Domain of Cosecant Function.

464 views • 19 slides

Graphing Tangent

Graphing Tangent. Objective: To graph the tangent function. y = tan x. Recall from the unit circle: that tan ? = tangent is undefined when x = 0. y=tan x is undefined at x = and x =. Domain/Range of the Tangent Function. The tangent function is undefined at + k ? .

614 views • 18 slides

Graphing Tangent

Graphing Tangent. Objective: To graph the tangent function. y = tan x. Recall from the unit circle: that tan ? = tangent is undefined when x = 0. y=tan x is undefined at x = and x =. Domain/Range of the Tangent Function. The tangent function is undefined at + k ? .

373 views • 18 slides

y = csc X

y = csc X. Recall from the unit circle that csc ? = r/y. csc ? is undefined whenever y = 0. y = csc x is undefined at x = 0 , x = ? and x= 2 ?. Domain of Cosecant Function.

336 views • 17 slides

y = tan x

y = tan x. Recall from the unit circle: that tan ? = tangent is undefined when x = 0. y=tan x is undefined at x = and x =. Domain/Range of the Tangent Function. The tangent function is undefined at + k ? . Asymptotes are at every multiple of + k ? .

381 views • 16 slides

y = sec x

y = sec x. Recall from the unit circle that: sec = r/x. sec is undefined whenever x = 0. Between 0 and 2 ?, y = sec x is undefined at x = ? /2 and x = 3 ? /2. Domain. Since sec x is undefined at ? /2, 3 ? /2, etc., the asymptotes appear at ? /2 + k ?. Range of Secant Function.

308 views • 16 slides

y = cot x

y = cot x . Recall that cot  = . cot  is undefined when y = 0. y = cot x is undefined at x = 0, x =  and x = 2 . Domain/Range of Cotangent Function. Since the function is undefined at every multiple of  , there are asymptotes at these points.

399 views • 16 slides

y = sec x

y = sec x. Recall from the unit circle that: sec = r/x. sec is undefined whenever x = 0. Between 0 and 2 ?, y = sec x is undefined at x = ? /2 and x = 3 ? /2. Domain. Since sec x is undefined at ? /2, 3 ? /2, etc., the asymptotes appear at ? /2 + k ?. Range of Secant Function.

367 views • 16 slides

y = tan x

y = tan x. Recall from the unit circle: that tan ? = tangent is undefined when x = 0. y=tan x is undefined at x = and x =. Domain/Range of the Tangent Function. The tangent function is undefined at + k ? . Asymptotes are at every multiple of + k ? .

294 views • 16 slides

y = cot x

y = cot x . Recall that cot ? = . cot ? is undefined when y = 0. y = cot x is undefined at x = 0, x = ? and x = 2 ?. Domain/Range of Cotangent Function. Since the function is undefined at every multiple of ? , there are asymptotes at these points.

283 views • 16 slides

Section 1.4 Transformations and Operations on Functions

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HW and Stamp Sheet out on your desk!!

HW and Stamp Sheet out on your desk!!. 4.6 Phase Shifts. Recall from yesterday:. y = asin ( tx ) y = acos ( tx ). Amplitude of the graph = a Period of the graph =. Phase Shift (h). y = asin ( tx - h) y = acos ( tx - h).

146 views • 8 slides