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A geometric drawing of a parallelogram named ABCD. Each of the corners should be labeled with characters A, B, C and D respectively, and the angles at these points are distinctly visible. Angle A, located at the first corner, is explicitly marked with a measurement of 53 degrees. Angle C, diagonally opposite to angle A, is indicated but with no specific measurement. The figure should be simple and neat to ensure clarity without any text.

In Parallelogram ABCD, angle A=53 degrees. What is angle C? (Angle C is diagonal from angle A.)

adjacent angles add up to 180

so If C is opposite A it is 53 degrees

C=A A=53(diagonal side bisect each other

thanks! :)

To find angle C in parallelogram ABCD, we can use the property that opposite angles in a parallelogram are equal. Since angle A is given as 53 degrees, we know that angle C must also be 53 degrees.