Stunning Algebra: (December 7 – December 14, 2013)

 

Prime Roots

The x-intercepts of the equation y=x2-30x+k are prime numbers. What is/are the value(s) of K?

 

Comment your answer below. Note: I am the only one who can see your comments. You are only allowed to comment your answer once. Comments will be revealed next week December 14,2013(Philippines Time). You can also send your answer to techiemathteacher@gmail.com.  Please don’t forget to include the name of your schoolNames of those who commented the correct answer will be posted in this page immediately after the answer has been reviewed. Happy Solving!

 

Correct answer were submitted by:

1. John Rey Jimenez. Negros Occidental High School

2. Arsh Singh. yourmathguru.com

3. Jomari Tan. DLSU

4. Ericson Diana. (school please)

5. Vincenzo Roque. University of the Philippines – Diliman

6. John Warner.English teacher.VHS. Bielefeld,Germany

7. Ceasar Ian Pedro. University of the Philippines-Diliman

8. Oen Can. Saint Mary’s University

9. Marlon Chris Malicsi, UST

10. Muthu Krishnan.Kle college , Bengaluru

11. Sebastian Pineda Berrío. Colombia.

12. Muthu Krishnan , Kle College , Bengaluru

Dan

Dan

Blogger and a Math enthusiast. Has no interest in Mathematics until MMC came. Aside from doing math, he also loves to travel and watch movies.
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13 Responses

  1. Possible values for k are 23*7= 161, 19*11= 209 and 17*13= 221.

  2. Vincenzo Roque says:

    K = 161, 209 or 221
    (UPD)

  3. John Warner says:

    x^2 – 30x + k = y
    at the x-intercepts y=0
    30x – x^2 = k
    x(30 – x) = k
    x and (30 – x) are prime according to the problem
    so x could be 7 gives (30-x)= 23 , 11 gives (30-x) = 19 , or 13 gives (30-x) = 17
    => k is either 7*23 = 161, 11*19 = 209 or 13*17 = 221

  4. Caesar Pedro says:

    k = {161, 209, 221}

  5. John Warner says:

    I am an English teacher at VHS Bielefeld in Germany.

  6. Muthukrishnan , Kle college , bengaluru

    values of k are 161,209,247

  7. values of k are 161,209,221

  8. kryptonj123 says:

    The correct answer is 161,209,221, Please check the solution of Mr. Warner.

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