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D 4. Which combination of measurements could form a triangle?ebo...

a.41m, 30m, 15m
b.8m, 10m, 20m
c.25m, 25m, 75m
d.8m, 2.5m, 2.5m

User Atiq
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1 Answer

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Final answer:

To form a triangle, the sum of any two sides must be greater than the length of the third side. Only the combination of measurements 41m, 30m, and 15m satisfies this condition.

Step-by-step explanation:

In order for a combination of measurements to form a triangle, the sum of the lengths of any two sides must be greater than the length of the third side. Let's analyze each option: a. 41m, 30m, 15m - The sum of 41m and 30m is 71m, which is greater than 15m. This combination can form a triangle.

b. 8m, 10m, 20m - The sum of 8m and 10m is 18m, which is less than 20m. This combination cannot form a triangle.c. 25m, 25m, 75m - The sum of 25m and 25m is 50m, which is less than 75m. This combination cannot form a triangle.d. 8m, 2.5m, 2.5m - The sum of 8m and 2.5m is 10.5m, which is greater than 2.5m but less than 8m. This combination cannot form a triangle.Therefore, the combination of measurements that could form a triangle is option a. 41m, 30m, 15m.

User Desmond Liang
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