Terbitan pertama fungsi algebra secara umumnya, y= ax" dy die = Ansen - I 00 0 0 contoh: " a) ¥20 c) ¥s=¥ze→ 2 =%o(¥,u'" ' ) = -$( ↳ is" ) = Sua = - Gu -9 b) -2h4 = - ÷, = - gn3
Terbitan pertama fungsi algebra O O O 1. d) 3¥ e) dad -12ft) = ¥ 㱺 that) = Gi! 2 dae / 6m¥)= -1,16M¥ " ) = ; / -1%3-1) = -2m¥ = - su =÷. = ;÷
Terbitan pertama fungsi algebra 0 0 2 ' 9) d_dn(4x46a -17 =8n -16 b)ddq(§fn -1¥) =dq1¥a: -12k¥) =¥1¥ñ±)+t¥Ma¥) = 22¥ - y -3g c)dge( 9-4kt =%( 81 -72k -116N? = -72-1--32H =§y ( 01 'an .vn/---72-t2-2N
Terbitan pertama fungsi algebra 4. a) y = ✗ 2- 2N , N =L dy = 2N -2 Tse = 21¥) -2 = - I b) y= Tn ( 2 -N) , N=9 y=2fn - ✗ Foe = 2M¥ -N Iz date =u¥ - u 's = ¥ - Ta = ¥ -59 = - §
Terbitan pertama fungsi algebra c) y=n¥# , a =3 D= ¥, + ¥2 Y = I + 4h -2 did die = - f n -3 = - ÷ dy die = -÷
Terbitan pertama fungsi gubahan Petya Ranieri : dy dy die = _du ✗ day 1. a) (n + 4) 5 katakan u= n -14 㱺 buat anggapah y = us dahulu . u= set 4 y=U5 date = ' ¥, = g- ya } Bleat Pembezaan gunatapetuaantai Ife =5u " ✗ 1 J maSUK dlm = 544 petua Rdntai DI = 5 ( n -1474 dÉ\jgn lupa Santi balik pets . ' u '
Terbitan pertama fungsi gubahan Petya Rantai : 8¥ = date ✗ dad, 0 f) 3- ( 5-2h29 ahggap y = 23-49 U = 5-2x du %, = 64$ Fu = - Z dy Ñ = 648 ✗ - z = - 12 Us = -12 (5-2M$
Terbitan pertama fungsi gubahan Petya Rantai : dy dy die = Fu ✗ Fe 2- a) 1- 3N -12 Katdkah y = t u = 3h -12 dy du dy = - U - Z dje =3 = If i. day = ÷ ✗ 3 = [}¥2
Terbitan pertama fungsi gubahan Petya Rantai : dy dy die = _du ✗ D8 " :-#c anggap y = 3- 4k Y = ¥5 du y = 54-5 In = -4 ¥y = -25 u -6 i - day = -2¥ ✗ - 4 = -2¥ =i;÷.
Terbitan pertama fungsi gubahan Petya Ranieri : Ife = date ✗ dad, 2. d) 42¥68 y=}-u-8 u=5n -6 dugu =5 d÷u = -6 u -9 =÷ i. dad, = ¥g ✗ 5 =i÷,
Terbitan pertama fungsi gubahan Petya Ranieri : Ife = date ✗ dad, g) ¥-5 anggap u = 3×2-15 y=u 's data = 'Iy¥ data =6x =¥u idd¥=¥ ✗ % = ¥-75
Terbitan pertama suatu fungsi yang melibatkan hasil darab dan hasil bahagi ungkapan algebra pembuktiahkumuspetuaD.am# Tika y = u v y + Sy = Cut Su ) ( v t 8v7 y-1 Sy = ur + u Sv + v8u + CsuV8v2 →;÷t bhgi dsn Su ¥. = " % + v§÷ +1%1=1 had fy sa → o In = u % + ✓ §÷ + §÷ lol ¥, = u ÷, + v II
Terbitan pertama suatu fungsi yang melibatkan hasil darab dan hasil bahagi ungkapan algebra Ramus Petra Has it Darab Y=uv dog -dn=ud¥ + ✓ du DI Penyelesaian - : i.dy a) ( 1- x2)(6×+1 ) 㱺 = -18×2-2×+6 I I 4=1 - x2 ✓= 6×+1 ¥, = - 2x ¥, =6 d¥,= CI - ✗2)(6) + ( 6h-117C-2k) = 6-6×2 - 12h2 - 2N
Terbitan pertama suatu fungsi yang melibatkan hasil darab dan hasil bahagi ungkapan algebra Ramus Has it Bahagi y= f- ¥×=r%n;!d 0 contoh : u = 3N V= an-16 du * =3 ÷=4 dad:÷n=Hn+%¥÷"" =m%% = ¥+56T