MATH
10.25.Solutions by hand WS 3.2

# 10.25.Solutions by hand WS 3.2 - MA 160 Section 3.2...

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Unformatted text preview: MA 160 Section 3.2 Worksheet Name “2. Ga 1i 4w :4. Logarithmic Functions Pm erties ofLooarithms P1. LogaQE/I N)2IogaM+logaN I M P2. Ioga-ﬁ :10,chI M - IogaN P3. logaUl/I") m k «logaM’ 3. 19”2=0.01 10. logb 75 :. ﬂwgbCS “15"} :: 3%5 3 1",(Zey52351 ﬁlgéﬁg3féléfﬁag“: RT 5,17" Differentiate each function in problems 13 - 18. 13. yzanx)2 14. y:(2+lnx)3 agf . a ‘ . 9" "‘ 5' 3 :1 “IE/w (it: g jégqrgmu) . Ti 3 . ( r x) 16. ytx/E-Enx . . . . 5 19. Suppose the demand equation for a certam commodity is p = 31-. . 111 x Réxx :3 7(3) .av a. Find RCX) , the revenue function . 1). Find the marginal revenue ﬁmction . Rig) ,7 X4 .95; w ‘ﬂm 12%;) ; (iwwa—yp Wt: (“vi") «a???» 3L «ﬁg» ")5 'W'MM" "PM”... @224, v; V“ KW) ;- tam” c- 4:5” ’2: lg}; 0 f M“ ——~———w (Em, ”x ELM c. Find the marginal revenue when x = 20. R £69142) 3: ’16 {SH/Qwélc‘; ”if?“ (ﬁrm- 9.0)"; '20. Fine} an equatioa for the tangent ﬁne to the graph of};‘ = int?- 2:" "- 21} at x m 2. wﬁwm x;.;., "3 :: .mme”; 7) : “2541:, (My?) 5 23% (“It :. Jam, 33‘: g ,élm 13 wgﬂwmmﬁﬂﬁ‘y 3‘“? :- -133 CM; L} nab-*7 3+4 3?“ ,7 law? 9’ ”ﬁﬁffw 51W“ K— m I “gm ité‘x - M t =2 £44» 3 [4-14) .v: ._, imgxwgél , . n—Lm_.m...___...__.._p ...
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