Can a triangle be formed with sides 6 cm, 7 cm & 3 cm ? |
We know that in order to construct a triangle:
Sum of two sides of a Triangle should be greater than the third side
So let's check this property of triangle with the help of following statements:
Statement 1: 6 + 7 > 3 ??
Statement 2: 7 + 3 > 6 ??
Statement 3: 6 + 3 > 7 ??
On check the above Statement we can see that all statements are correct.
Hence, we can say that a triangle can be formed with sides 6 cm, 7 cm & 3 cm |
Related Question Examples
Can a triangle be constructed with sides 4 cm, 5 cm & 10 cm ? |
Can a triangle be formed with sides 6 cm, 7 cm & 3 cm ? |
In the following diagram, ABC is triangle and D is a point on side BC:
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Prove: PQ + QR + PS + RS > PR + QS |
Lengths of two sides of a triangle are 7 cm and 9 cm. Can you guess between which two numbers will the length of third side fall ? |
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