Final answer:
Without a diagram or additional information, we cannot accurately determine the unknown angles in squares and rectangles given only a single angle of 35 degrees. Typically, the angles in squares are all 90 degrees and in a rectangle, opposite angles are equal with the sum of angles being 360 degrees.
Step-by-step explanation:
Given the schoolwork question about finding the unknown marked angles in squares and rectangles, the primary angle provided is m35°. It seems that the rest of the question is cut off or missing information; however, if we are to determine the angles typically in squares or rectangles, we can rely on the properties of these shapes.
Since squares and rectangles have angles that are 90 degrees each, we can establish that the opposite angles are equal and the sum of the angles in a quadrilateral is 360 degrees. If one angle is 35°, in a square, each angle must be 90° since all angles are equal. In a rectangle, if we do not know the specific type, then without additional information, we cannot determine the unknown angles just with a single angle of 35°.
In order to resolve this question precisely, it’s necessary to have more context or a clear diagram from which the unknown angles can be determined.