The longest side of a triangle is twice
the shortest side and third side is 3 cm
longer than shortest side. If perimeter of
triangle is more than or equal to 203 cm
then minimum length of the shortest side is:
:- 45 cm
46 cm
48 cm
50 cm
noDDIN
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Minimum length of the shortest side is 50 cm if The longest side of a triangle is twice the shortest side and third side is 3 cm longer than shortest side and perimeter of triangle is more than or equal to 203 cm
Given:
- A triangle
- The longest side of a triangle is twice the shortest side
- Third side is 3 cm longer than shortest side
- Perimeter is more than or equal to 203 cm
To Find:
- Minimum length of the shortest side
Solution:
- Perimeter of a triangle is sum of lengths of all three sides of the triangle.
Step 1:
Assume that Shortest side is x cm
Then Longest sides = 2x cm
and Third side = x + 3 cm
Step 2:
Perimeter of more than or equal to 203 cm
x + 2x + x + 3 ≥ 203
=> 4x ≥ 200
=> x ≥ 50
Hence, minimum length of the shortest side is 50 cm
Correct option is 50 cm
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