A triangle similar to the given triangle will have:

Two of its angles as

48^{o}

and

72^{o}

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Two of its angles as

28^{o}

and

72^{o}

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Two of its angles as

24^{o}

and

36^{o}

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Two of its angles as

48^{o}

and

74^{o}

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Solution

The correct option is A Two of its angles as $48^{o}$ and $72^{o}$ .
For a pair of triangles to be similar, atleast two pairs of the corresponding angles must be equal.
Hence, the measures of the corresponding angles of the other similar triangle must be $48^{o}$ and $72^{o}$ .

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Q. A triangle can be constructed by taking two of its angles as:

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A triangle similar to the given triangle will have:

The correct option is A Two of its angles as 48o and 72o.For a pair of triangles to be similar, atleast two pairs of the corresponding angles must be equal.Hence, the measures of the corresponding angles of the other similar triangle must be 48o and 72o.

The correct option is A Two of its angles as $48^{o}$ and $72^{o}$ .
For a pair of triangles to be similar, atleast two pairs of the corresponding angles must be equal.
Hence, the measures of the corresponding angles of the other similar triangle must be $48^{o}$ and $72^{o}$ .