The diagram shows two parallel lines cut by two transversals. Which statement is NOT true?
2 answers:
Answer:
D
Step-by-step explanation:
A) True. Alternate interior angles are congruent so
B) True. Considering the sum of these three angles is equal to a straight angle. Since ∠a+∠d supplementary to ∠e
C) True. Since the line segments form a triangle having a (black) line as triangle base.
D) False. ∠b is congruent to its corresponding angle, and ∠e is not its corresponding angle. The corresponding angle of ∠b is the angle vertex opposed to ∠d (not identified).
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Answer:
Step-by-step explanation:
According to the theory of mass-energy equivalence:-
Where, c is the speed of the light
Given that, Mass = 1 kg
Energy =
So, applying in the above equation as:-
Solving, we get that:-
Answer:
The answer is C) Mira, because each of the two points are units from 0
Step-by-step explanation:
<em>This is because:</em>
Absolute value cannot be negative. Absolute value is the distance a number is from 0. and
are still
places away from 0.
1. A) does not make any sense.
2. B) The points are in different locations, but they are exact opposites of each other. One point is a negative, the other is a positive.
3. D) The distance from both points is not units. So that cannot be correct in the slightest.
4. Your answer is C) because it is the only answer that makes sense, and follows the rule of absolute value.
I hope this helps!
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