P Program: 2023-2024 Academi x SOC 31000-014 TERM PAPER > @ Homepage - Purdue West Lafe X (145) YouTube X LON-CAPA HW 18:Con_IP_2nc X + C loncapa05.purdue.edu/enc/118/a9d77968e556090e43c9bd2a8cfb16b5d4a57a0b7ec4c86d790cfb178a6d6ed51ccccdc2168112a0653b09bb0ecf77b0e0eef... 0 Update : Napat Vorrasanpisut v (Student - section: 399) MA 16010, Applied Calculus I, Fall 2023 Messages Courses Help Logout Main Menu Contents Grades Reservations Syllabus Course Contents > Homework > HW 18 > HW 18 : Con_IP_2nd_Der_Test_1_d ... Timer Notes Evaluate Feedback Print Consider the function f (x) = 6x2 + 5x + 9. Find the largest open intervals on which the function is concave up or concave down. If there is more than one interval, enter your intervals from left to right as they appear on the real line. Enter INF for 0 and -INF for -o. If there are extra blanks, enter NONE. Concave up: ([ Submit Answer Tries 0/99 Concave down: ( Submit Answer Tries 0/99 Find all the inflection points. Enter your answer in the format of (X, y ) and enter the inflection point with the smaller x-value first. If there are no inflection points, enter NONE. Inflection point: ( Submit Answer | Tries 0/99 Inflection point: ( Submit Answer Tries 0/99 his discussion is closed. Send Feedback'1? Program: 2023-2024 Acadev X . 800 31000-014 TERM PAPE x 3 Homepage - Purdue West La X > (145) YouTube LON-CAPA HW18:Con_IP_2l X + (145) YouTube LON-CAPA HW18:Con_IP_2l X + 6 C n |oncapaO5.purdue,edurw , l , 'l' Jll\" ~ , 7' , 7' ,,,, , -1 .. [b if: I I] $1Update Napat Vorrasanpisut v (Student - section: 399) MA 16010, Applied Calculus I, Fall 2023 I?- Messages Courses Help Logout Main Menu contents Grades Reservations Syllabus Consider the function f(X) = 2X4 + 3X3 + 1. Find the largest open intervals on which the function is concave up or concave down. If there is more than one interval, enter your intervals from left to right as they appear on the real line. Enter INF for 00 and -INF for . If there are extra blanks, enter NONE. Concave up:(| l,l l),(| lrl l) \"950/99 Concave down: (i l, l I),(l l: l I) Submit Answer Tries 0/99 Find all the inflection points. Enter your answer in the format of (X, y) and enter the inflection point with the smaller x-value first. If there are no inflection points, enter NONE. Inflection point: ( l, l l) Tries 0/99 Inflection point: ( M l) Submit Answer Tries 0/99 Find the largest open intervals on which the function is both concave up and decreasing. If there is more than one interval, enter your intervals from left to right as they appear on the real line. Enter INF for 00 and -INF for -00. If there are extra blanks, enter NONE. Concave up and decreasing: (l |,l |),(l |,l |) Submit Answer Tries 0/99 '1? Program: 2023-2024 Acadev X . 800 31000-014 TERM PAPE x 3 Homepage - Purdue West L2: X > (145) YouTube LON-CAPA HW18:Con_IP_2l X + 6 C n |oncapaO5.purdue,edurw , l , ,;, . 72 , , 7' ll' J ,7 , , l" . " ,7 l ' 1'1" ['J i} 3 I] .\\l:\\Updale I, Napat Vorrasanpisut v (Student - section: 399) MA 16010, Applied Calculus I, Fall 2023 I?- Messages Courses Help Logout Main Menu contents Grades Reservations Syllabus Consider the function f(X) = 7X6 + 2X4. Find the largest open intervals on which the function is concave up or concave down. If there is more than one interval, enter your intervals from left to right as they appear on the real line. Enter INF for 00 and -INF for . If there are extra blanks, enter NONE. Concave up:(| l,l l),(| lrl l) \"950/99 Concave down: (i l, l I),(l l: l I) Submit Answer Tries 0/99 Find all the inflection points. Enter your answer in the format of (X, y) and enter the inflection point with the smaller x-value first. If there are no inflection points, enter NONE. Inflection point: ( l, l l) Tries 0/99 Inflection point: ( M l) Submit Answer Tries 0/99 Find the largest open intervals on which the function is both concave down and increasing. If there is more than one interval, enter your intervals from left to right as they appear on the real line. Enter INF for 00 and -INF for -00. If there are extra blanks, enter NONE. Concave down and increasing: (| l,| l),(| M l) Submit Answer Tries 0/99 '1? Program: 2023-2024 Acadev X . 800 31000-014 TERM PAPE x 3 Homepage - Purdue West L2: X > (145) YouTube LON-CAPA HW18:Con_lP_2l X + 6 C n loncapaO5.purdue,edurw , . , l, W . 17 . , 'tl 1:1 ' " , w [b if: I I] .\\l:Updale Napat Vorrasanpisut v (Student - section: 399) MA 16010, Applied Calculus I, Fall 2023 I?- Messages Courses Help Logout Main Menu contents Grades Reservations Syllabus 5 4 Consider the function f(X) = )fO X? + 2. Find the largest open intervals on which the function is concave up or concave down. If there is more than one interval, enter your intervals from left to right as they appear on the real line. Enter INF for 00 and -INF for . If there are extra blanks, enter NONE. Concave up:(| lrl l),(| lrl l) Tries 0/99 Concave down: (i l, l l),( l l, l I) Submit Answer Tries 0/99 Find all the inflection points. Enter your answer in the format of (X, y) and enter the inflection point with the smaller x-value first. If there are no inflection points, enter NONE. Inflection point: (| l, l l) Tries 0/99 Inflection point: (| l, l l) Submit Answer Tries 0/99 Find the largest open intervals on which the function is both concave down and increasing. If there is more than one interval, enter your intervals from left to right as they appear on the real line. Enter INF for 00 and -INF for -. If there are extra blanks, enter NONE. Concave down and increasing: (| l,| l),(| l, I l) Submit Answer Tries 0/99 P Program: 2023-2024 Academi x SOC 31000-014 TERM PAPER X @ Homepage - Purdue West Lafe X (145) YouTube X LON-CAPA HW 18:Con_IP_2nc X + C loncapa05.purdue.edu/enc/118/dd98268672aaae42f296889956065d17a2aa40e3ed7159d91538ec9ce63d0a98a2fOdb6805057519bf7f6e69e88670c53354... 0 Update Napat Vorrasanpisutv (Student - section: 399) MA 16010, Applied Calculus I, Fall 2023 Messages Courses Help Logout Main Menu Contents Grades Reservations Syllabus Course Contents > Homework > HW 18 > HW 18 : Con_IP_2nd_Der_Test_6_d ... Timer Notes Evaluate Feedback Print Consider the function f (x) = (x2 - 10x + 23)ex. Find the largest open intervals on which the function is concave up or concave down. If there is more than one interval, enter your intervals from left to right as they appear on the real line. Enter INF for " and -INF for -o. If there are extra blanks, enter NONE. Concave up: ([ Submit Answer Tries 0/99 Concave down: ( Submit Answer Tries 0/99 Find all the inflection points. Enter your answer in the format of (X, y ) and enter the inflection point with the smaller x-value first. If there are no inflection points, enter NONE. Inflection point: ( Submit Answer | Tries 0/99 Inflection point: ( Submit Answer Tries 0/99 his discussion is closed. Send FeedbackP Program: 2023-2024 Academi x SOC 31000-014 TERM PAPER > B Homepage - Purdue West Lafe X (145) YouTube X LON-CAPA HW 18:Con_IP_2nc X + C loncapa05.purdue.edu/enc/118/9f29b0ec38956bbdee4e72942b7e5072bb1d01b5f035de88be08853704dd47635396c47a71ed7845a41f254749069453000... 0 Update Napat Vorrasanpisutv (Student - section MA 16010, Applied Calculus I, Fall 2023 Messages Courses Help Logout Main Menu Contents Grades Reservations Syllabus Course Contents > Homework > HW 18 > HW 18 : Con_IP_2nd_Der_Test_7_d ... Timer Notes Evaluate Feedback Print Consider the function f (X) = 8 In(x2 + 1). Find the largest open intervals on which the function is concave up or concave down. If there is more than one interval, enter your intervals from left to right as they appear on the real line. Enter INF for " and -INF for -o. If there are extra blanks, enter NONE. Concave up: ([ Submit Answer Tries 0/99 Concave down: ( Submit Answer Tries 0/99 Find all the inflection points. Enter your answer in the format of (X, y ) and enter the inflection point with the smaller x-value first. If there are no inflection points, enter NONE. Inflection point: ( Submit Answer | Tries 0/99 Inflection point: ( Submit Answer Tries 0/99 his discussion is closed. Send FeedbackP Program: 2023-2024 Academi x SOC 31000-014 TERM PAPER > @ Homepage - Purdue West Lafe X (145) YouTube X LON-CAPA HW 18:Con_IP_2nc X C loncapa05.purdue.edu/enc/122/9f29bec38956bbd1518abb11b31c2dbb71e80f40f13e5c4890468fc62dd58af30bcad8ad5a6d86ab1dd974e05cf1cd214ea032... Update : Napat Vorrasanpisutv (Student - section: 399) MA 16010, Applied Calculus I, Fall 2023 Messages Courses Help Logout Main Menu Contents Grades Reservations Syllabus Course Contents > Homework > HW 18 > HW 18 : Con_IP_2nd_Der_Test_8_d ... Timer Notes Evaluate Feedback Print Consider the function y = 3 + 6X - 8X . Use the Second Derivative Test when applicable to find the relative extrema if they exist. Enter your answer in the format of (x, y). If not, enter NONE in the blanks. Relative Maximum: ([ Submit Answer | Tries 0/99 Relative Minimum: ([ Submit Answer Tries 0/99 This discussion is closed. Send FeedbackP Program: 2023-2024 Academi x SOC 31000-014 TERM PAPER > @ Homepage - Purdue West Lafe X (145) YouTube X LON-CAPA HW 18:Con_IP_2nc X + C loncapa05.purdue.edu/enc/118/9c6fea680ed998b36dcbdba2c30797fe2393673944e42fea5ed31957f43afd157804cab4ee1defef213525a10d50890af5c72dc... Update Napat Vorrasanpisutv (Student - section: 399) MA 16010, Applied Calculus I, Fall 2023 Messages Courses Help Logout Main Menu Contents Grades Reservations Syllabus Course Contents > Homework > HW 18 > HW 18 : Con_IP_2nd_Der_Test_9_d ... Timer Notes Evaluate Feedback Print Consider the function y = X" - 2x + 2. Use the Second Derivative Test when applicable to find the relative extrema if they exist. Enter your answer in the format of (x, y). If not, enter NONE in the blanks. Relative Maximum: ( Submit Answer Tries 0/99 Relative Minimum: ( Submit Answer |Tries 0/99 This discussion is closed. Send FeedbackP Program: 2023-2024 Academi x SOC 31000-014 TERM PAPER > @ Homepage - Purdue West Lafe X (145) YouTube X LON-CAPA HW 18:Con_IP_2nc X + C loncapa05.purdue.edu/enc/118/cc8b69fcd4eOc6d342250eaf125371621283dff63eeff4deOf26f06e2cc9e11b3af1583918a2fb56213525a10d50890ae43ae836... 0 Update Napat Vorrasanpisut v (Student - section: 399) MA 16010, Applied Calculus I, Fall 2023 Messages Courses Help Logout Main Menu Contents Grades Reservations Syllabus Course Contents > Homework > HW 18 > HW 18 : Con_IP_2nd_Der_Test_10_d ... Timer Notes Evaluate Feedback Print Consider the function y = - - + 9. Use the Second Derivative Test when applicable to find the relative extrema if they exist. Enter your answer in the format of (x, y). If not, enter NONE in the blanks. Relative Maximum: ( Submit Answer | Tries 0/99 Relative Minimum: ([ Submit Answer Tries 0/99 This discussion is closed. Send Feedback