Find the odd one out. (1) (16, 30, 34) (2) (11, 40, 41) (3) (20, 21, 29) (4) (11, 60, 61)
Answers
Dear Student,
Please follow the solution to the above given query:
Let us check if they satisfy pythagoras theorem:
Perpendicular, Base, Hypotenuse
a. 16, 30, 34
b. 11, 40, 41
c. 20, 21, 29
d. 11, 60, 61
For Pythagoras theorem,
We will check the same for pythagoras theorem.P2+B2=H2a) P2+B2=162+302=256+900=1156H2=342=1156Thus, P2+B2=H2b) P2+B2=112+402=121+1600=1621H2=412=1681Thus, P2+B2≠H2Similarly, we can check for option (c) and (d), they will satisfyPythagoras theorem.Thus, option (b) is the odd one out.
a) P2+B2=162+302=256+900=1156H2=342=1156Thus, P2+B2=H2b) P2+B2=112+402=121+1600=1721H2=412=1681Thus, P2+B2≠H2Similarly, you can check for other two options as they will satisfy pythgoras theorem.Thus, the odd one out is option (b) only.
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