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If EF + GF = EG, then which of the following statements is true? Assume points E, F, and G are collinear.

Question 5 options:


Point E is between points F and G.


Point F is between points E and G.


Point G is between points E and F.


EF is greater than GF.

Verified Answer :

Calumworthy18052

Point G is between points E and F.

david8644

Answer:

Point F is between points E and G.

Step-by-step explanation:

AS you can see from the description of the points, the threeof them are collinear, and the big segment is formed by E to G so the point that would create the other two segments would be point F so that point should be in between both E and G, that´s the only logicall conclusion that can be drawn form the information provided.

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