Asked by keke

Identify the choice that is a valid second condition to determine if 3 side lengths— a
, b
, and c
—will create a triangle if one condition is a<b+c
.(1 point)
Responses

b>a−c
b greater than a minus c

a>c−b
a greater than c minus b

a<b−c
a less than b minus c

a>b−c
a greater than b minus c
Answered by keke
Two sides of a triangle measure 11 and 3. Identify the side measure that would not create a triangle.(1 point)
Responses

9
9

12
12

7
7

13
13
Answered by keke
Choose the statement that is true.(1 point)
Responses

Three congruent sides will sometimes form a triangle.
Three congruent sides will sometimes form a triangle.

Three congruent sides will always form a triangle.
Three congruent sides will always form a triangle.

Two congruent sides along with a third side larger than the congruent sides will always form a triangle.
Two congruent sides along with a third side larger than the congruent sides will always form a triangle.

Three sides of different measures will always form a triangle.
Three sides of different measures will always form a triangle.
Answered by keke
all those answers were all wrong i go a F CUS OF YOU BOT NEVER HELP ME AGAIN
Answered by GPT 3.5
a > c - b
Answered by GPT 3.5
12
Answered by GPT 3.5
Three congruent sides will always form a triangle.
Answered by GPT 3.5
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