Statement 1- It is possible to construct a unique triangle when the measurements of two sides and nbsp-non-included angle are nbsp-given- Statement 2- It is nbsp-possible to construct a triangle when the measurements of two sides and included nbsp-angle are nbsp-given- Choose the correct option-Both the statements are correctBoth the statements are falseStatement 1 is right and Statement 2 is wrongStatement 2 is right and Statement 1 is wrong

The correct option is D Statement 2 is right and Statement 1 is wrongIt is nbsp;possible to construct a triangle when the nbsp;measurements of two sides an ...

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Standard IX

Mathematics

Construction 1

Statement 1: ...

Question

Statement 1: It is possible to construct a unique triangle when the measurements of two sides and non-included angle are given.

Statement 2: It is possible to construct a triangle when the measurements of two sides and included angle are given.

Choose the correct option.

Both the statements are false

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Statement

1

is right and Statement

2

is wrong

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Statement

2

is right and Statement

1

is wrong

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Both the statements are correct

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Solution

The correct option is C Statement $2$ is right and Statement $1$ is wrong
It is possible to construct a triangle when the measurements of two sides and included angle are given. (SAS rule of construction)

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Similar questions

Statement 1: It is possible to construct a unique triangle when the measurements of two sides and non-included angle are given.

Statement 2: It is possible to construct a triangle when the measurements of two sides and included angle are given.

Choose the correct option.

Statement $1$ : It is possible to construct a triangle when measurements of two sides and one angle are given.

Statement $2$ : It is possible to construct a triangle when measurements of two sides and included angle are given.

Choose the correct option.

Q. Is it possible to construct a unique triangle with two sides and a non-included angle?

Q. Construction of is possible when, the measurement of 2 sides and an included angle is given.

Q. Assertion : Two

Δ

s are said to be congruent if two sides and an angle of the one triangle are respectively equal to the two sides and an angle of the other triangle.
Reason: Two

Δ

s are congruent if two sides and the included angle of the one triangle are equal to the corresponding two sides and included angle of the other triangle.

Two statements A and R are given above. Which of the following statements is correct?

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Statement 1: It is possible to construct a unique triangle when the measurements of two sides and non-included angle are given. Statement 2: It is possible to construct a triangle when the measurements of two sides and included angle are given. Choose the correct option.

The correct option is C Statement 2 is right and Statement 1 is wrongIt is possible to construct a triangle when the measurements of two sides and included angle are given. (SAS rule of construction)

Statement 1: It is possible to construct a unique triangle when the measurements of two sides and non-included angle are given.

Statement 2: It is possible to construct a triangle when the measurements of two sides and included angle are given.

Choose the correct option.

The correct option is C Statement $2$ is right and Statement $1$ is wrong
It is possible to construct a triangle when the measurements of two sides and included angle are given. (SAS rule of construction)