| Peringkat | Topik | Soal | Soal Terformat |
|---|---|---|---|
| 35701 | Grafik | sin(x)=sin(35) | |
| 35702 | Grafik | sin(x-40)=0.8 | |
| 35703 | Grafik | sin(x)-cos(x)=5x | |
| 35704 | Grafik | sin(x)-cos(x)=6x | |
| 35705 | Grafik | sin(x)tan(x)=sin(x) | |
| 35706 | Grafik | sin(x)y | |
| 35707 | Grafik | sin(x-(2pi)/3) | |
| 35708 | Grafik | sin(x-(7pi)/2)+(5pi-x)-cos(-(7pi)/2+x) | |
| 35709 | Grafik | sin(x-pi/3)+4 | |
| 35710 | Evaluasi | tan((13pi)/12) | |
| 35711 | Grafik | sin(x-pi/8) | |
| 35712 | Grafik | sin(4x) = square root of 3/2 | |
| 35713 | Grafik | sin(4x+3.14) | |
| 35714 | Grafik | sin(4x+30)=cos(-2+54) | |
| 35715 | Grafik | sin(540) | |
| 35716 | Grafik | sin(-585) | |
| 35717 | Grafik | sin(5pi) | |
| 35718 | Grafik | sin(-5x) | |
| 35719 | Grafik | sin(5x)=csc(5x) | |
| 35720 | Grafik | sin(6x)*sin(4x) | |
| 35721 | Grafik | sin(60) | |
| 35722 | Grafik | sin(60-x) | |
| 35723 | Grafik | sin(600) | |
| 35724 | Grafik | sin(67.5) | |
| 35725 | Grafik | sin(6pi) | |
| 35726 | Grafik | sin(3x-pi) | |
| 35727 | Tentukan Sudut Koterminalnya | 1170 derajat | |
| 35728 | Grafik | sin(4)x | |
| 35729 | Grafik | sin(4(x-pi/3)) | |
| 35730 | Grafik | sin(40)=x/8 | |
| 35731 | Grafik | sin(400)-sec(-50) | |
| 35732 | Grafik | sin(43)=(BC)/10.2 | |
| 35733 | Grafik | sin(30)=sin(pi/6) | |
| 35734 | Grafik | sin(30+x)*cos(30-x) | |
| 35735 | Grafik | sin(30x) | |
| 35736 | Grafik | sin(31)cos(4)-cos(31)sin(4) | |
| 35737 | Grafik | sin(35)*15 | |
| 35738 | Konversi dari Radian ke Derajat | (2pi)/8 | |
| 35739 | Grafik | sin(360) | |
| 35740 | Grafik | sin(6x)+sin(8x) | |
| 35741 | Grafik | sin(70) | |
| 35742 | Grafik | sin(72)=(sin(36))/x | |
| 35743 | Grafik | sin(72-a) | |
| 35744 | Grafik | sin(-720) | |
| 35745 | Grafik | sin(75) | |
| 35746 | Grafik | sin(7x)=x | |
| 35747 | Tentukan Nilai yang Tepat | arctan(1/( akar kuadrat dari 3)) | |
| 35748 | Grafik | sin(8x)cos(3x)+cos(8x)sin(3x) | |
| 35749 | Grafik | sin(-(8pi)/3) | |
| 35750 | Grafik | sin(-810) | |
| 35751 | Grafik | sin(814) | |
| 35752 | Grafik | sin(82)cos(37)-cos(82)sin(37) | |
| 35753 | Grafik | sin(89) | |
| 35754 | Grafik | sin(9x)sin(4x) | |
| 35755 | Tentukan Nilai yang Tepat | arctan(tan((7pi)/4)) | |
| 35756 | Grafik | sin(90)+cos(45) | |
| 35757 | Grafik | sin(90)*sin(60) | |
| 35758 | Grafik | sin(90x) | |
| 35759 | Grafik | sin(95)+cos(95) | |
| 35760 | Grafik | sin(a)=5/13*sin(b)=12/13 | |
| 35761 | Grafik | sin(arccos(( akar kuadrat dari 37)/37)) | |
| 35762 | Grafik | sin(arccos(1/3)+( akar kuadrat dari 3)/2) | |
| 35763 | Tentukan Amplitudo, Periode, dan Pergeseran Fase | y=-cos(3theta) | |
| 35764 | Grafik | sin(arcsin(1/6)+arctan(-5)) | |
| 35765 | Grafik | sin(arcsin(x/6)) | |
| 35766 | Grafik | sin(arctan(x)arccos(x)) | |
| 35767 | Grafik | sin(b)=11/18 | |
| 35768 | Grafik | sin(cos(-( akar kuadrat dari 5)/5)) | |
| 35769 | Grafik | sin(cos(-1)*(10x)) | |
| 35770 | Grafik | sin(pi(x-1)) | |
| 35771 | Grafik | sin(pi(x-1))-1 | |
| 35772 | Grafik | -sin(pi*x-2) | |
| 35773 | Grafik | sin(x/60) | |
| 35774 | Grafik | sin(x^2) | |
| 35775 | Grafik | sin(0) | |
| 35776 | Grafik | sin(0.99x)+sin(x) | |
| 35777 | Grafik | sin(1/3)cos(5/4)+sin(5/4)cos(1/3) | |
| 35778 | Grafik | sin(1/3x) | |
| 35779 | Grafik | sin(2x)-1/2 | |
| 35780 | Grafik | sin(2x)=1/2 | |
| 35781 | Grafik | sin(2x)=24/25 | |
| 35782 | Grafik | sin(2arccot(x)) | |
| 35783 | Grafik | sin(-2+5x) | |
| 35784 | Grafik | sin(-(11pi)/4) | |
| 35785 | Grafik | sin(2)x=( akar kuadrat dari 2)/2 | |
| 35786 | Grafik | (sin(20)x)/14 | |
| 35787 | Grafik | sin(-210) | |
| 35788 | Grafik | sin(215) | |
| 35789 | Grafik | sin(22)-sin(14) | |
| 35790 | Grafik | sin(220) | |
| 35791 | Grafik | sin(-240) | |
| 35792 | Grafik | -sin(2x)>0 | |
| 35793 | Grafik | sin(2x)-2 akar kuadrat dari 3cos(x)^2-4sin(x)+4 akar kuadrat dari 3cos(x)=0 | |
| 35794 | Grafik | sin(2x)-3 | |
| 35795 | Grafik | sin(2x)-cos(x)=0 | |
| 35796 | Grafik | sin(2x)-sin(5x) | |
| 35797 | Grafik | sin(2x+pi/6) | |
| 35798 | Grafik | sin(2x+1) | |
| 35799 | Grafik | sin(2x-pi) | |
| 35800 | Grafik | sin(2x)*cos(x) |