Question

Verify whether the triplet ( 7, 11, 14 ) is Pythagorean or not.​

Answer 1

Answer:

• 8+9=17. 17>10. 9+10=19. 19>8. 8+10=18. 18>9. hence a pythagorean triplet.
• 8+9=17. 17>10. 9+10=19. 19>8. 8+10=18. 18>9. hence a pythagorean triplet.5+7=12. 12=12. hence not a pythagorean triplet.
• 8+9=17. 17>10. 9+10=19. 19>8. 8+10=18. 18>9. hence a pythagorean triplet.5+7=12. 12=12. hence not a pythagorean triplet.4+3=7. 7>5. 5+4=9. 9>3. 5+3=8. 8>4. hence a pythagorean triplet.
• 8+9=17. 17>10. 9+10=19. 19>8. 8+10=18. 18>9. hence a pythagorean triplet.5+7=12. 12=12. hence not a pythagorean triplet.4+3=7. 7>5. 5+4=9. 9>3. 5+3=8. 8>4. hence a pythagorean triplet.5+12=17. 17>13. 12+13=25. 25>5. 13+5=18. 18>12. hence a pythagorean triplet.

Answer 2

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HERE IS UR ANSWER

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according to Pythagorean triplet sum of the two sides is greater than other but here sum of two sides 7+11=18 which is greater than 14.So,they are pythagoras triplets.