The question is on harvesting (mathematical biology). How did they get that highlighted part? F233 #* Dropbox 16:09< UF308THARUOSTING (2)QUESTION 1.1RABBITS REPRODUCE AT 20 IND/YEAR• α = 10000NETKNO$N()= No KezeTIMO FOR A POP OF 10 RABBITS TO GET TO SAG9,500atGOF4NET (K + No (6²²-1)) = ²*K NoNG1 (K-N₂) = IK Nok+ No (1²t_1)ek+ No (e²5_1)чтat%5वतयSLNGI (K-NoF528^of B DегдK minus N0 times K,จF6(1- NG))&BIV5DDF7ŐDIIF8OCF9+:N147>CO100%F10>F114) E -UOSTING (2)ON 1.1TS0 000FOR A POP OF 10 RABBITS TO GET TO SAO9,50До картREPRODUCE AT 20 INO/YEAR28K+ No (6²5_1)(K + No (6²T-1))K + N₂ (₂²²_1)atQ428(K =(k - NƠI ẻ ( - NGU9८= NGI (K-NoK №oK minus N O times K,F5егоF6BIVSF7DIIF8GF9

Answered: Image /qna-images/answer/3631b7c4-2d19-4516-bfcf-a2f12466d6a4.jpg

Dropbox 16:09 T HARUOSTING (2) NET K No QUESTION 1.1 • RABBITS • K² 10000 2 TIME FOR A POP OF 10 RABBITS TO GOT TO SAG 9,500. N(): No Ke²T 5 z at e ROPRODUCE AT 20 INO/YEAR k+ N₂ (p²t_1) at к+рове? NG (K + No (6²²-1)) = ²* KNO 28 NGI (K-No) = l K No 0 BlV5 28 (1- NG) 100% +:0 NGTI Ск-ро ить K minus N 0 times K. 自 < 1 >

Dropbox 16:09 T HARUOSTING (2) NET K No QUESTION 1.1 • RABBITS • K² 10000 2 TIME FOR A POP OF 10 RABBITS TO GOT TO SAG 9,500. N(): No Ke²T 5 z at e ROPRODUCE AT 20 INO/YEAR k+ N₂ (p²t_1) at к+рове? NG (K + No (6²²-1)) = ²* KNO 28 NGI (K-No) = l K No 0 BlV5 28 (1- NG) 100% +:0 NGTI Ск-ро ить K minus N 0 times K. 自 < 1 >

Trigonometry (MindTap Course List)

10th Edition

ISBN:9781337278461

Author:Ron Larson

Publisher:Ron Larson

Chapter6: Topics In Analytic Geometry

Section6.4: Hyperbolas

Problem 5ECP: Repeat Example 5 when microphone A receives the sound 4 seconds before microphone B.

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