Q1:
A
|
| 21nm (P)
|--------->
|
|
|
|
|
| 30nm (X on a bearing of 163°)
|---------
Q2: To find how far apart the ships are, we can use the Pythagorean theorem:
Distance = √(21^2 + 30^2)
Distance = √(441 + 900)
Distance = √1341
Distance ≈ 36.62 nautical miles
So, the ships are approximately 36.62 nautical miles apart.
Q3:
Speed = Distance / Time
For ship X, the distance is 30 nautical miles and the time is 30 minutes (0.5 hours):
Speed = 30 / 0.5
Speed = 60 nautical miles per hour
Therefore, the speed of ship X is 60 nautical miles per hour.
TWO SHIP P AND X SAIL FROM A AT THE SAME TIME .SHIP P SAILS 21 NAUTICAL MILE DUE EAST IN 30 MINUTES AND SHIP X SAILS 30 NAUTICAL MILE IN THE SAME TIME ON A BEARING OF 163 °
Q1:DRAW A DIAGRAM TO REPRESENT THE DISCRUPTION ABOVE
Q2: HOW FAR A THE SHIP APART
Q3:CALCULATE THE SPEED OF THE SHIP X IN NAUTICAL MILE PER HOUR
1 answer
1 answer