You walk 4 steps north. You turn and then walk 3 steps east. Every step is the same length. What is the shortest distance from where you started to where you ended?
2. 6 steps
4. 9 steps
5. 0 steps
7. 0 steps
You walk 4 steps north. You turn and then walk 3 steps east. Every step is the same length. What is the shortest distance from where you started to where you ended?
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The shortest distance from where you started to where you ended is 5 steps.
To find this, you can visualize your movements as forming a right triangle. You walked 4 steps north and 3 steps east. The distance you end up from your starting point is the hypotenuse of this triangle. You can calculate it using the Pythagorean theorem:
[
text{Distance} = sqrt{(4^2 + 3^2)} = sqrt{(16 + 9)} = sqrt{25} = 5 text{ steps}
]
So the answer is 5 steps. If you need further assistance, feel free to explore our extended services.