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carolin7493
24.08.2019 •
Mathematics
Construct the line perpendicular to kl at point m.
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Ответ:
The one that would be the result if we construct the line that perpendicular to KL at point M would be :
picture C
hope this helps
Ответ:
Option C is correct which is the line perpendicular to KL at point M.
Step-by-step explanation:
We have given some options or pictures about the perpendicular line KL at point M.
We need to find the correct option which is true about perpendicular line.
We know that, steps of construction:
Draw a line KL. Put the compass on the point K, and draw an arc above and below the line KL.Do the same on the point L, and draw an arc above and below the line KL.Draw a line, where the arcs are cut to each other, perpendicular to line KL and the point which lie on the line Kl is called point M.Therefore, option C is correct which follows the steps of construction given above.
Ответ:
180°
Step-by-step explanation:
If A equals 135°, then be equals 45° because the angle of A is congruent to the supplementary (which means when this angle and that angle equal 180°) of B. Also, C has the same measurement as A because they are congruent (I'm sorry if this does not make much sense, I'm trying my best). So B minus C would be the same as 45° minus 135°. Since they are in the absolute value sign, it means it will always be positive and not negative. So the answer is 2 times 90°. Which is 180°. I hope this helps!