| 46901 |
Trouver où il y a croissance et décroissance à l'aide des Dérivées |
y=-100x^(1/4) |
|
| 46902 |
Convertir en un nombre entier plus une fraction |
1.6 |
|
| 46903 |
Diviser |
1/-1 |
|
| 46904 |
Diviser |
120/2 |
|
| 46905 |
Diviser |
3.5/5 |
|
| 46906 |
Diviser |
119/3 |
|
| 46907 |
Diviser |
120/5 |
|
| 46908 |
Diviser |
-15/5 |
|
| 46909 |
Diviser |
21÷7 |
|
| 46910 |
Diviser |
0.05/4 |
|
| 46911 |
Diviser |
32/12 |
|
| 46912 |
Diviser |
57/4 |
|
| 46913 |
Diviser |
(pi/3)÷4 |
|
| 46914 |
Diviser |
16÷8 |
|
| 46915 |
Diviser |
7.2/2 |
|
| 46916 |
Diviser |
69÷3 |
|
| 46917 |
Diviser |
35/12 |
|
| 46918 |
Diviser |
192/32 |
|
| 46919 |
Diviser |
32÷3 |
|
| 46920 |
Diviser |
62/2 |
|
| 46921 |
Diviser |
77/3 |
|
| 46922 |
Diviser |
(12+3i)/(12-3i) |
|
| 46923 |
Diviser |
216÷3 |
|
| 46924 |
Diviser |
120/6 |
|
| 46925 |
Diviser |
12÷5 |
|
| 46926 |
Diviser |
225/2 |
|
| 46927 |
Diviser |
22/4 |
|
| 46928 |
Diviser |
(2/3)÷3 |
|
| 46929 |
Diviser |
192/12 |
|
| 46930 |
Diviser |
256/8 |
|
| 46931 |
Diviser |
2÷(2/3) |
|
| 46932 |
Diviser |
12/7 |
|
| 46933 |
Diviser |
36÷18 |
|
| 46934 |
Diviser |
216/6 |
|
| 46935 |
Diviser |
-16/9 |
|
| 46936 |
Diviser |
37/3 |
|
| 46937 |
Diviser |
(( racine carrée de 2)/2)/(( racine carrée de 2)/2) |
|
| 46938 |
Diviser |
90÷6 |
|
| 46939 |
Diviser |
6/9 |
|
| 46940 |
Diviser |
120÷2 |
|
| 46941 |
Diviser |
28÷3 |
|
| 46942 |
Diviser |
125÷5 |
|
| 46943 |
Diviser |
76/2 |
|
| 46944 |
Diviser |
108/6 |
|
| 46945 |
Diviser |
80/4 |
|
| 46946 |
Diviser |
512/2 |
|
| 46947 |
Diviser |
54/18 |
|
| 46948 |
Diviser |
66/2 |
|
| 46949 |
Diviser |
78÷2 |
|
| 46950 |
Diviser |
108÷6 |
|
| 46951 |
Diviser |
27÷4 |
|
| 46952 |
Diviser |
(x^2-3x+2)/(x+1) |
|
| 46953 |
Diviser |
0.07/12 |
|
| 46954 |
Diviser |
64÷6 |
|
| 46955 |
Diviser |
10÷5 |
|
| 46956 |
Diviser |
6÷15 |
|
| 46957 |
Diviser |
(pi/3)÷2 |
|
| 46958 |
Diviser |
210/2 |
|
| 46959 |
Diviser |
55000/40000 |
|
| 46960 |
Diviser |
0.5/2 |
|
| 46961 |
Diviser |
65÷2 |
|
| 46962 |
Diviser |
100/4 |
|
| 46963 |
Diviser |
3÷8 |
|
| 46964 |
Diviser |
-24/6 |
|
| 46965 |
Diviser |
5/13 |
|
| 46966 |
Diviser |
625/5 |
|
| 46967 |
Diviser |
125/6 |
|
| 46968 |
Diviser |
63/9 |
|
| 46969 |
Encontre a Derivada de Second |
y=(4x-5)/(2x+3) |
|
| 46970 |
Encontre a Derivada de Second |
y=(7x^3)/6-9 |
|
| 46971 |
Encontre a Derivada de Second |
y=e^(10x)sin(x) |
|
| 46972 |
Encontre a Derivada de Second |
xy+y^2=2 |
|
| 46973 |
Encontre a Derivada de Second |
y=(2000x)/(4x+75) |
|
| 46974 |
Encontre a Derivada de Second |
y=8xcos(x^2) |
|
| 46975 |
Encontre a Derivada de Second |
y=cot(x)+3x^2 |
|
| 46976 |
Encontre a Derivada de Second |
v=2t^2+7t+13 |
|
| 46977 |
Encontre a Derivada de Second |
x=-b/(2a) |
|
| 46978 |
Encontre a Derivada de Second |
y=8xsin(x^2) |
|
| 46979 |
Encontre a Derivada de Second |
v=3t^2+4t+9 |
|
| 46980 |
Encontre a Derivada de Second |
4x^2+3y^2=9 |
|
| 46981 |
Encontre a Derivada de Second |
y=(2x^3+9)/x |
|
| 46982 |
Encontre a Derivada de Third |
y^2=3x^2-8x |
|
| 46983 |
Encontre a Derivada de Third |
y=x^6+3x^3-10x-20 |
|
| 46984 |
Encontre a Derivada de Third |
7x^2+y^2=9 |
|
| 46985 |
Encontre a Derivada de Third |
x^2+4y^2=9 |
|
| 46986 |
Encontre a Derivada de Third |
y=8xsin(x^2) |
|
| 46987 |
Écrire sous forme exponentielle |
base logarithmique 81 de 3=1/4 |
|
| 46988 |
Écrire sous forme exponentielle |
3 = log base 9 of 729 |
|
| 46989 |
Passer des degrés aux radians |
arctan(infinity) |
|
| 46990 |
Passer des degrés aux radians |
800 degrés |
|
| 46991 |
Encontre a Derivada de Fourth |
y=7e^x-x^3 |
|
| 46992 |
Encontre a Derivada de Fourth |
y^2-xy=4 |
|
| 46993 |
Encontre a Derivada de Second |
y=x^2cos(x)-2xsin(x)-2cos(x) |
|
| 46994 |
Encontre a Derivada de Second |
3x^2+7y^2=40 |
|
| 46995 |
Encontre a Derivada de Second |
y=e^(3x)cos(x) |
|
| 46996 |
Encontre a Derivada de Second |
3x^2+4y^2=4 |
|
| 46997 |
Encontre a Derivada de Second |
3x^2+y^2=8 |
|
| 46998 |
Encontre a Derivada de Second |
y=e^(2x)sin(6x) |
|
| 46999 |
Encontre a Derivada de Second |
x^2y^2=x+y-5 |
|
| 47000 |
Encontre a Derivada de Second |
y=e^(13x)sin(x) |
|