In parallelogram ABCD m

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What do we know about the angles in a parallelogram ? How are they related?
There equal?
Well, each angle has a corresponding angle on the opposite side, which is equal. |dw:1357250638700:dw| So if the lower right angle is A = 30 + B then it would look like..

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|dw:1357250721161:dw|
what?
The angle measurements
|dw:1357250780328:dw|
is it 30+B?
I think that is what you indicated in the question.
That angle A is 30 more than Angle B
okay
What I labeled in the diagram as "B" and "30 + B" are the angle measurements for each angle. Last question is, what do the angle measurements add up to in a parallelogram ?
360?
Yes, exactly. We can solve for B by adding up all the angles: 30 + B + B + 30 + B + B = 360
okay now what?
Solve for B and what do we get for the measure of angle B ?
how do I do that?
30 + 30 is 60, and B + B + B + B = 4B so we have 60 + 4B = 360
now do you subtract 60 from 360?
Yes, that leaves 4B = 300
and then you divide by 4?
Precisely
and you get what?
B = 75 degrees So we know that B = 75 degrees, and based on the parallelogram, would you agree that B = D ?
yes?
Then our conclusion is that the measure of angle D is 75 degrees :)
thanks
Sure np

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