1 / 4

Pg. 199/206 Homework

Pg. 199/206 Homework. Study for Quiz. Bring your book tomorrow!! #23 (0, 0.55]U[6.79, 7.50) #29 [30, 586] #30 x = 202 or x = 430 #3 (6, 2) #4 (9, -5) #5 (10, 10) #6 (0, 0), (-√2, -√2), (√2, √2) #9 (-2.24, 1), (2.24, 1)

leora
Télécharger la présentation

Pg. 199/206 Homework

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Pg. 199/206 Homework • Study for Quiz. Bring your book tomorrow!! • #23 (0, 0.55]U[6.79, 7.50) #29 [30, 586] • #30 x = 202 or x = 430 #3 (6, 2) • #4 (9, -5) #5 (10, 10) • #6 (0, 0), (-√2, -√2), (√2, √2) #9 (-2.24, 1), (2.24, 1) • #11 (-0.10, -9.67), (-1.54, -0.65), (-3.84, -4.76) • #13 (-7.64, -63.69), (-0.51, 8.72), (1.15, 10.98) • #15 (1.17, 1.61) • #17 (0.54, 1.86), (2.13, 0.47), (3.88, 0.26) • #18 Elimination leaves 2 = 6a, so a = 1/3, b = -11/3

  2. 3.5 – 4.1 Quiz Review Quiz Topics Asymptotes Find all asymptote(s) of the following functions and state their domain. • Finding Zeros • Real and Complex • Sign Patterns • Systems • 3 methods to solve • Asymptotes • Horizontal = end behavior • Vertical = undefined in denom • Word Problems

  3. 3.5 – 4.1 Quiz Review Solve: Sign Patterns: Use a sign pattern to solve the following:

  4. 3.5 – 4.1 Quiz Review Systems Word Problems Let x be the side length of the square that must be cut out from each corner of a 30 by 40 in piece of cardboard to form a box with no top. Determine the value of x so that the volume is no more than 1200 cu in. • Solve the following systems both graphically and by one algebraic means:

More Related