Introducere în Julia
James Fulton
Climate informatics researcher
# Store the number 3 in the variable x x = 3# Print the variable println(x)
3
double_x = 2*x
println(double_x)
6
# Distance run in meters distance = 5000 # Time taken in minutes time = 32.3# Convert distance to miles and time to hours distance_miles = distance/1609time_hours = time/60# Print speed in miles per hour println(distance_miles/time_hours)
5.772483341575157
# Distance in meters distance = 5000 # Time taken in minutestime = 30.1# Convert distance to miles and time to hours distance_miles = distance/1609 time_hours = time/60 # Print speed in miles per hour println(distance_miles/time_hours)
6.194392423019188
Nume de variabile din exemplul anterior:
distance, time, distance_miles, time_hours
[a-z] sau [A-Z]_time_hours $\rightarrow$ timehoursx_times_2 este valid2_times_x nu este valid| Operator | Operație | Exemplu | Rezultat |
|---|---|---|---|
+ |
Adunare | 1+2 |
3 |
- |
Scădere | 4-2 |
2 |
* |
Înmulțire | 5*3 |
15 |
/ |
Împărțire | 20/4 |
5 |
^ |
Putere | 2^3 |
8 |
2^3 este același lucru cu 2*2*2speed = (distance/1609)/(time/60)
println(speed)
5.772483341575157
speed = distance/1609/time/60
println(speed)
0.0016034675948819882
Introducere în Julia