MCQ
Out of given triplets, which is not a Pythagoras triplet ?
- A(9,40,41)
- B(11,60,61)
- ✓(6,14,15)
- D(6,8,10)
✓
Answer
Correct option: C.
(6,14,15)
$(6,14,15)$
Here, $15^2=225$
$6^2+14^2=36+196=232$
$\therefore 15^2 \neq 6^2+14^2$
The square of the largest number is not equal to the sum of the squares of the other two numbers.
$\therefore(6,14,15)$ is not a Pythagoras triplet.
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