Can a triangle be formed with the following measures ask as sides? If so classify the triangle. Also check which of these can form pythagorean triplets.
Answers
Answer:
Step-by-step explanation:
The first triangle cannot be formed as the sum of any two sides of a triangle needs to be greater than the other, which is not the case here as 3+3 is not greater than 9.
In the second case however the triangle can be formed and is a scalene triangle.
Both of the above are not Pythagorean triplets
Answer:
b. No, a triangle can't be formed. (Not a pythagorean triplet)
d. Yes, a triangle can be formed. (Not a pythagorean triplet)
Step-by-step explanation:
For these type of of questions-
The sum of 2 sides should be greater than the 3rd one.
b. 3 + 3 = 9
9 = 9 (It is equal to the 3rd side)
Hence, no, a triangle can't be formed.
d. 30 + 30 = 40 < 34
30 + 34 = 44 < 30
30 + 34 = 44 < 30
Yes, a triangle can be formed.
Pythagorean property - A² + B² = C²
30² + 30² = 40²
900 + 900 = 1600
1800 ≠ 1600
Neither of these are pythagorean triplets.