Explanation:
North (0°) -> SW (225°) is 225° shift? Actually SW is 225°, difference 225° clockwise. Apply same to SE (135°): 135°+225°=360°=0° North. So North.
A man starts walking towards South and after taking a left turn he walks 30 metres. If he was then at a distance of 50 meters from the starting point, how much distance had he covered before turning to the left?
Explanation:
This forms a right triangle where the final hypotenuse distance is 50m, and one leg (the horizontal walk) is 30m. The vertical walk (y) is found using Pythagoras: y² + 30² = 50² -> y² + 900 = 2500 -> y² = 1600 -> y = 40m.
Explanation:
South (180°) left 135° = 180° - 135° = 45° (NE). Then right 90° = 135° (South-east)? Wait: 45° + 90° = 135° which is SE. So SE. Option C: South-east. I'll give answer South-east.
No comments yet. Be the first to start the discussion!