Question

If ∡JML =100° , then determine the value of x.

(1 point)
Responses

30
30

14
14

70
70

100
100
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Unfortunately, there is not enough information given to determine the value of x in this question.

The lines say 3x+30 another one says 2x

Apologies for the confusion. Since ∡JML is given as 100°, we can set up an equation using the angles in a triangle:

∡JML + ∡JML + ∡JLM = 180°

Substituting the given angle:

100° + 100° + ∡JLM = 180°

Simplifying:

200° + ∡JLM = 180°

Subtracting 200° from both sides:

∡JLM = -20°

However, angles cannot be negative, so there seems to be a mistake in the information given. Please provide more information or clarify the problem.

It also says the full space is 100 degrees

If the full space (the sum of all angles) is 100 degrees, and ∡JML is given as 100°, that means there are no other angles in the space. Therefore, the value of x is 0, as there are no other angles to consider.