Recent content by Jarvis Bull Dawg

  1. J

    C# C# Help: Calculating Velocity Incrementally

    I think we have to use some sort of a method to store the number and the recall it. I have no clue how to do this. Please anyone if they have an idea please do say so :(
  2. J

    C# C# Help: Calculating Velocity Incrementally

    Nope that makes an infinite loop. The program freezes.
  3. J

    C# C# Help: Calculating Velocity Incrementally

    t = 0; while (t>25); { v= a * t; t = t+ 5; }
  4. J

    C# C# Help: Calculating Velocity Incrementally

    Hello everyone! I have a question about a loop... Say I am making a velocity calculation, the user enters the time, the calculation happens... BUT I want the program to display the velocities in small increments leading to the final velocity. Say 25 seconds, I wan to to display it increments...
  5. J

    Proving X, A, and Y Lie in a Straight Line | Triangle Medians Proof

    This is question I am really stuck with, please help if you can. (Its by indirect proof). Question: The medians BD and CE in triangle ABC are produced to X and Y respectively so that BD = DX and CE = EY. Prove that X, A, and Y lie in a straight line.
  6. J

    Correct me if I am wrong

    Hope yo get it. I solved it for the 201 term. By B-Theorem
  7. J

    Correct me if I am wrong

    Edited for errors
  8. J

    Correct me if I am wrong

    Yes I do notice the recurring pattern, but I didn't get your suggestion.
  9. J

    Who Created God? Understanding the Universe's Self-Awareness

    No one created God, that's why God's God. God's self existant.
  10. J

    Arranged Marriage: Love vs. Material Benefits

    Let me tell you something from my own experience. Arranged marriages (on average) outlast any 'love' or pre-marital sexual relation (and then marriage). Arranged marriages are not all that you see on CNN. These days most families do ask consult the going-to-be bride or groom. So its not as blind...
  11. J

    Correct me if I am wrong

    Here is another one, but seriously I have no idea what this is. Observe that the last two digits of 7^2 are 49, the last two digits of 7^3 are 43, the last two digits of 7^4 are 01, and the last two digits of 7^5 are 07. Prove that the last two digits of 7^201 are 07.
  12. J

    Correct me if I am wrong

    True. Thank you :smile: What should I use? Next thing, so should I use k+1 rather than 2k+1? Advice?
  13. J

    Correct me if I am wrong

    Prove that of 25 is subtrated from the square of an odd integer greater than 5, the resulting number is always divisible by 8. Solution: Let S (n) = n2 – 25 For n = 1, S (1) = (1 )2 – 25 = -24 which is clearly divisible by 8. Thus the first condition is satisfied as S(1) is true...
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