Class 6 Exam > Class 6 Questions > In a game, if you move 3 steps forward and th...
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In a game, if you move 3 steps forward and then 2 steps backward, where are you now?
- a)1 step forward
- b)1 step backward
- c)5 steps forward
- d)0 steps forward
Correct answer is option 'A'. Can you explain this answer?
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Most Upvoted Answer
In a game, if you move 3 steps forward and then 2 steps backward, wher...
Understanding the Movement
When considering the movements in the game, we can break down the steps taken:
Calculating the Position
To find out your final position, you can calculate the net movement by combining the steps forward and backward:
Final Position
After performing the calculations, your final position is:
Conclusion
Thus, the correct answer to the question is option 'A', which states that you are 1 step forward from where you started. This logical approach helps in understanding basic movements and positions clearly.
When considering the movements in the game, we can break down the steps taken:
- First, you move 3 steps forward.
- Then, you move 2 steps backward.
Calculating the Position
To find out your final position, you can calculate the net movement by combining the steps forward and backward:
- Starting from position 0
- After moving 3 steps forward, your position is 3.
- After moving 2 steps backward, you subtract these steps: 3 - 2 = 1.
Final Position
After performing the calculations, your final position is:
- 1 step forward from the starting point.
Conclusion
Thus, the correct answer to the question is option 'A', which states that you are 1 step forward from where you started. This logical approach helps in understanding basic movements and positions clearly.
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Community Answer
In a game, if you move 3 steps forward and then 2 steps backward, wher...
Moving 3 steps forward and then 2 steps backward leaves you 1 step forward.
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In a game, if you move 3 steps forward and then 2 steps backward, where are you now?a)1 step forwardb)1 step backwardc)5 steps forwardd)0 steps forwardCorrect answer is option 'A'. Can you explain this answer?
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