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AU / Mathematics / MATH 1610 / What are polynomials?

What are polynomials?

What are polynomials?

Description

School: Auburn University
Department: Mathematics
Course: CALCULUS I
Professor: Das
Term: Winter 2016
Tags: Math, Calculus, math1610, math1613, functions, Limits, and Derivatives
Cost: 50
Name: MATH 1613/1610 STUDY GUIDE
Description: Answers to Sample Test 1 with explanations
Uploaded: 09/17/2016
6 Pages 45 Views 4 Unlocks
Reviews


Sample Test Answers


What is polynomials?



Dr.

Zalik

b. lfalt (t + t2) - (t2-t+1) It-++?).[t?-t'+l ť?+ t? - t+t - I ť -t'tt-?+"- t ++ t-2-1


What is tangent in mathematics?



Don't forget about the age old question of What are the characteristics of bureaucracy?

t"-t'+t2-t-' +ť?+| c. g/f)t

d I foght ot? t + 1 We also discuss several other topics like What are the cyanogenic glycosides?

(t2-t71)+/[-t'1) ť?+t?

@

14-+4

t2 t2t+1) t + t2-t elgoflt


What is a vertical asymptotes?



tl t-t+1) - t-tu!

+1 (t2-t+1) + 2+3 + 3€2-2t2+1 Tt2 +42) 6 (t2 + 1 2 + 1 _ L (t-t+l) t2 (t2 + t2)

(t2-t+12 ť (+2+t2)

+6" 2ť +36-2t+1 t-4+ [° +7°rt" We also discuss several other topics like In chemistry, what are alpha particles?

t" -2t + 3t2-24 t-4+1+1+t"-7-2-4+1 #"-27-3+37-2 - 27"'+/+t":21}+36-27+/ 74-72 73--? + +4+7-4-273-27-3+372.3t ? 27-2t“+2 If you want to learn more check out Who defined what a pirate was in british atlantic colonies?

t"-2+3+ 3+2-2t + 2-2.37€.227

undefined

gined

14 - 143

( 11 3+ 2+ 2 - 2 - 3tr2 - 2+ 3+ + e-Oto - 0 +2 - 2 - 3 - 2 + 1

o ooo

-

3. c tt + 1 - to ++ - ) + ( * ) - 0 If you want to learn more check out The data dictionary provides what?

it-24ť?) T + 2 = 10 t +1-0 to t=1

undefined i V-I = imaginary domain :1-001) u (0,00) e cene tu t2+3 + 2 + tu

t-t2 + 3-1 tl t2=0 st 0 We also discuss several other topics like What are the characteristics of fraudulent papers?

tt t=0 t=0 domain : (00, 0) 0 (0,00) afxgurbet Theatre bf: x2 gotan La) = f(g(x)) = (tan (x))"= tan 2(x) _

Droof:

5.

f(x)= x3 qLx)= sin(x) oh (x) = cos(x)

f(x= x2 flg(x)) - (sin (X)) = sin?(X). flgehcm))= sin(cos(x))

6. 1 - e 2x

domain (-000) u 10,00

l-e-x - O

l-e-x In =Ine

O: X2

9.15* 353 +5.1935.45 – 12.317 + horizzo

157.15, 5

I

2

Ic tant (1)

at what point is the tan = -1? tan 31 2 1 1 2 - 1

- tan " (1) - sig. (:D)

cos @ 4504_135°, sin fcas we trz

II

31

& b. Ina Weiswil ) + In lerenje

- In le 18x+18 Tos in e 3x + 3 + 3x + 3

f(x) = x= 1/2

-14X41

11 lim (g(x) = 1

X+-2+

lim X+-+ (g(x))=2 lim (g(x)) = -1 X +-1 Lim (g(x)): |

X-) / -

12. a. t No. The left hand fright hand limits

do not match; therefore the limit does not exist Yes The left l right hand limits match and they include fli)

lim x+o 3. a lim x3-X2

b 12th) 3-8 h X+_X?-X+2

8+16h +ch2+h3-8 h Lim Xlxt

Teht uh2th 22 h x + L_CxD)(x+2)

h (16+chth2th lim x2 l

16+6n+h2 X+ L X+2 +2

16+60+ 02 flim=16

X 40

14 a lim x2 + L

b. lim X+3. X-3

Vx3 3;X 3.1*** 1061

A 2.9 FMLO 3.01_1006.01.

2.99

- 100 3.001_10.000.000

2.99-1000

Las X+3*, f(x) +00

Las x+ 3 f(x) -06 15. a f(x) = x ++ 2x2+1_ b_fW= x + 2x' +/

-27

X3-27 the leading polynomials have the same coefficiente,

so = is the reftical asymptote .

a=3 The 4+1=-2/x-2)_

Qu+1=-2x+4 the derivative of a function

y = -2x+3 can be used to find the

slope of the tandzut line

at a point

12

ON

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