University:
Mississippi State University
Course:
MA 1713 | Calculus I
Academic year:

2023
Views:

308

Pages:

2
Author:

jivespremaxilla

Clrcuit Tralning - Calculus Flrst Half Revlew Directions: Begin in cell #1. Do the work necessary to solve the proЫem. Search for your answer. Call the cell 112 and proceed in this manner until you complete the circuit. ln some cases, you will have to attach separate paper to showcase your best work. lfyou see the icon уои тоу use о colculotor, though уои тау not need to. lf the proЫem refers to а TABLE, use the tаЫе below. Otherwise, each proЫem uses only the given information in its cell. Select function values and first derivative values of the twice differentiaЫe functions f and х 3 4 5 1 2 # 1 q(x) -2 -4 f(x) о lim - -- х--6 Answer: \_О_ lim Jax'+bx+c = 2 if а=? # __ d-ax х--а, Answer: 17 # _.{_g__ Where does the function appear to Ье continuous but not differentiaЫe? Answer: -со # ___:t__ For piecewise function, f(x), consider the statement f(x) = ;�Т+ f(x) = [(6). J�T_ f(x) = х-о х - U 1,. llr/\ -{.1!.•31,-(о, �(,-tv, JHO )< \J X-Y}l, -t 1., -+�1о-31., ')( .25...- ><-t-:,1, -t� ,Л� � 1 х х -2, х = 6 �х-4, х>б <6 3-х, lf TRUE, go to answer-3, if FALSE, go to answer- 2. Answer: 1 l, f(x) (<,;\1 #_�-- -12 #� 6 Evaluate the limit: lim Гхш- 3 1/3 -5 1/2 1/4 1/8 1" х+6 Answer: q'(x) ('(х) -8 Answer: � zx'+ 12• .,..,,, Evaluate the limit: :х lim � х- � «,,/' в are shown. ¾·Н, х-. J Vc # _l_ Given у= е l х Answer: -2 -, + ln у'(е) =? xt; ; -f � (e);re�- e-eJ 'lh;x "' е . (е·с ,; 1j' .,, e'k -e l_.L)-t � #_14_ у= tап-1 (Зх) _:Ь--., x :z, -1.-+ чх' :!.. -+ , 1=,_.?} с2 "' (�)2- 1 1 Answer: 12 63 /.,z �ч Answer: -3 # ----2.._ Find the instantaneous rate of change of the function h(x) = �х 3 -4х 2 + 7х + 1 at х = -1. 3 \,:1.х1� '/.)( ,., _ 8>< 1 1,'tx) • 2(-IJ' � -J) 11 2..+ � "1 1 � �и '2Х (.<-+ID)(X -(,,) -12 / zs y'(l) =? 'j'"-""- с(� ,. Answer: 1,m .:J.l!_ -у; ... 1,;1<•-3\о = � �<.') 1{9r-1:>•�rr (J(з) • .3)-+ (-;г, "-(1,> (Сj•'Э)-\ ,;S Answer: В Answer: # --2::L_ Evaluate � at the second quadrant point where х = -1 for the relation 12 х з - x Z y + y z = 11. Ч � Where do the graphs of у = e'i and l 7 у= -х' + 2х + 1 have parallel tangents? �, . 1 / 1/ (1)� (_ l) 'j I j 1 1 � 1 -1. - l � ◄ '1' IJ 1 '1 ""€<1•2'2 Lj } - 1..- " [ �•..,, -2>< ➔ 1. ( - )1 ,.' :J J lj-\2., 0 -[5] \j_ •I} 1./n{ /r >< .,,, � х� (х ч)(.-1,1,) о cx�_.t_':f_ 1 • ZJ,) t 7.t�� ..,, ··"' x'..ili l .-t• 'f .ху � � 7 "..Ji,i_ о м l,,<�

Calculus Circuit Training First Half

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