What is the measure of angle O in parallelogram LMNO? m∠O =

Students were requested to answer a question at academics and to tell what is most important for them to succeed. Of the numerous reactions, one that that stood out was practice. Persons who commonly are successful do not become successful by being born. They work hard and dedicate their lives to succeeding. This is how you can accomplish your goals. in the following paragraphs some question and answer examples that you could possibly utilise to enriches your knowledge and gain insight that will guide you to continue your school studies.

Question:

What is the measure of angle O in parallelogram LMNO?
m∠O =

Answer:

Um,
We know that the total interior angle in this parallelogram is 360° because there is the formula that help you with it:
180°(n-2) where n represent the total side of the figure, so
180°(4-2)
=180°(2)
=360°
Next, We see that angle L and angle N are equal with each other, and so angle O and M. Now, we have this equation:
(x+40°)+(x+40)°+(3x)°+(3x)°=360°
x°+40°+x°+40°+3x°+3x°=360°
8x°+80°=360°
Subtract 80° for both side
8x°+80°-80°=360°-80°
8x°=280°
x=35°
Angle O:
3x°
=3(35)°
=105°. As a result, angle O is 105°. Hope it help!

From the answer and question examples above, hopefully, they may guide the student deal with the question they had been looking for and take note of most things stated in the answer above. You will possibly then have a discussion with your classmate and continue the school learning by studying the question as a group.

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