# Which Of The Following Triangle Is Possible With Rhs Construction?

Construction of Right Angled Triangle – Steps Construction of a right-angled triangle is possible when the Hypotenuse and one side from the remaining two sides are known to us. A is a triangle which has one of its three angles equal to 90 degrees. The other two angles are acute angles.

### What are the requirements for the construction of the triangle?

Constructions of Right-angled Triangle – Let us construct a right-angled triangle ABC, right-angled at C. Consider the length of the hypotenuse AB = 5 cm and side CA = 3 cm. The steps for construction are:

Step 1: Draw a horizontal line of any length and mark a point C on it.

Step 2: Set the compass width to 3 cm. Step 3: Place the pointer head of the compass on point C and mark an arc on both sides of C.

Step 4: Mark the points as P and A where the arcs cross the line. Step 5: Set the compass width to the length of the hypotenuse, that is, 5 cm. Step 6: Place the pointer head of the compass on point P and mark an arc above C.

Step 7: Repeat step 6 from point A.

Step 8: Mark the point as B where the two arcs cross each other. Step 9: Join the points B and A as well as B and C with the ruler.

Thus, you obtain a right-angled triangle ACB of the required measurements.

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## What is the RHS rule for right triangles?

FAQs – Q.1. What is the RHS rule in a triangle? Ans: RHS congruence rule states that if the hypotenuse and a side of one right-angled triangle are equal to the hypotenuse and a side of the other right-angled triangle, then those two right triangles are congruent to each other.Q.2.

Which of the following conditions must be given for constructing a triangle by RHS criterion? Ans: The conditions given for constructing the triangle by RHS criterion are1. Hypotenuse 2. Any one side of the triangle Q.3. Which congruency rule is used to construct the right-angled triangle? Ans: The R.H.S congruency rule is used to construct the right-angled triangle.Q.4.

What is RHS stands for? Ans: RHS stands for right angle-hypotenuse-side.Q.5. What condition must be followed to construct a triangle by using RHS criterion? Ans: The condition to be followed is that the length of the hypotenuse and any side of the right-angled triangle must be given.

## What is the construction of right angle triangle?

Construction of Right Angled Triangle – Steps Construction of a right-angled triangle is possible when the Hypotenuse and one side from the remaining two sides are known to us. A is a triangle which has one of its three angles equal to 90 degrees. The other two angles are acute angles.

## What is the RHS congruence rule?

FAQs – Q.1. What is the RHS rule in a triangle? Ans: RHS congruence rule states that if the hypotenuse and a side of one right-angled triangle are equal to the hypotenuse and a side of the other right-angled triangle, then those two right triangles are congruent to each other.Q.2.

1. Which of the following conditions must be given for constructing a triangle by RHS criterion? Ans: The conditions given for constructing the triangle by RHS criterion are1.
2. Hypotenuse 2.
3. Any one side of the triangle Q.3.
4. Which congruency rule is used to construct the right-angled triangle? Ans: The R.H.S congruency rule is used to construct the right-angled triangle.Q.4.
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What is RHS stands for? Ans: RHS stands for right angle-hypotenuse-side.Q.5. What condition must be followed to construct a triangle by using RHS criterion? Ans: The condition to be followed is that the length of the hypotenuse and any side of the right-angled triangle must be given.