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Vertically opposite angles (X angles) are equal.

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Alternate angles (Z angles) are equal.

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Corresponding angles (F angles) are equal.

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Co-interior angles (C angles) add up to $180^{\\circ}$.

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What type of angles are these?

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If angle {chosenletter} is {chosenangle}$^{\\circ}$, what is the value of the other angle indicated in the diagram?

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What type of angles are these?

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If angle {chosenletter2} is {chosenangle2}$^{\\circ}$, what is the value of the other angle indicated in the diagram?

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What is angle {oneeightyletter} if the other two angles are {oneeighty1}$^{\\circ}$ and {oneeighty2}$^{\\circ}$?

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What is angle {threesixtyletter} if the other two angles are {threesixty1}$^{\\circ}$ and {threesixty2}$^{\\circ}$?

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Answer the following:

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Questions on angles on parallel lines (vertically-opposite, alternate, corresponding and co-interior), and angles along a straight line and in a circle.

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