16.The length of two sides of a triangle are 12cm and 15cm. Between what two measures should the length of the third side fall?Required to answer. Multiple choice.
(1 Point)
3cm
4cm
26cm
27cm
Answers
Answer :
by Pythagoras we have the min limit of third side as
Let the length of third side be L
= 3 cm
and we know the sum of any two sides > the third side so 12 + 15 = 27 cm
so the third side ( L) must lie between
3 < L < 27 cm
Answer :
a triangle ABC has 3 sides and they have to satisfy the following.
| a - b | < c < (a+b)
length of a side must be less the sum of the other two and more than the difference between the other two.
Hence, the third side, has to be more than (15-12) = 3 cm. Also it has to be less than (15+12) = 27 cm. It is in between 3 cm and 27 cm.
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Answer:
It could be 4 or 26
Step-by-step explanation:
Because the third side should be less than the sum of other sides (15+12=27) and it should be more than the difference of two sides(15-12=3)
Hence, 4or26