Some Basic Function - Edubirdie

University:
California State University, Northridge
Course:
MATH 150B | Calculus II
Academic year:

2023
Views:

200

Pages:

1
Author:

Annisa F.

Some Basic Functions Power Functions y = x^ → If no they all pass through the origin. le nco the function is not defined at x=0 Exponential Function: y = x(a>0, #1) 2 → All exponential functions passing through the Point (0,1) Logarithmic Function: y = logax (a>0. ≠ 1) → All logarithmic fuctions passing through the point (1.0) Trigonometric Functions: y = sinx Y= cos x, y=tanx 1 y= cot x All trigonometric functions are periodic after adding or subtracting a constant, which is called principal periodis constant, they repeal themselves. The periodic constant is 27 for siny and cosx but is for tanx and cotx (k is possitive integer) Sinx = sin (x + 2) = sin(x+4)=... = sin(x + 2kn) COSX = cos(x±2) = cos(x+4)= = cos(x±2k7) tar x = tan(x) = tan(x+27)tan(x+k^) 4 • cofx=cot(x): cot(x+2): = cox(x+k)

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