We cannot draw a unique triangle when only are given.

three sides

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three angles

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a side and two angle

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Solution

The correct option is B three angles
We know that to construct a triangle,
at least one side is required or the size will vary person to person.
For example: Both the triangles have equal corresponding angles but different sizes.

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Similar questions

Q. A unique triangle can be constructed if we have measures of two angles and ___ included side.

Q. For constructing a triangle, we must know two sides and included angle. Which triangle can be uniquely constructed by knowing two sides and any other angle?

Q. If two sides and included angle of a triangle are given, a unique triangle can be constructed.

Q. Side is S, Angle is A. Choose a specification such that we cannot draw a unique triangle always.

(a) For constructing a triangle, we must know two sides and included angle. Which triangle can be uniquely constructed by knowing two sides and any other angle?
(b) Which of the following congruency conditions is preferred to draw a triangle exactly congruent to a right-angled triangle? [2 MARKS]

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We cannot draw a unique triangle when only are given.

The correct option is B three anglesWe know that to construct a triangle, at least one side is required or the size will vary person to person. For example: Both the triangles have equal corresponding angles but different sizes.

The correct option is B three angles
We know that to construct a triangle,
at least one side is required or the size will vary person to person.
For example: Both the triangles have equal corresponding angles but different sizes.