- Which type of angle is formed by perpendicular lines?
- What forms when lines are perpendicular?
- When two vectors are perpendicular their MCQ answers?
- How do you prove a cross product is perpendicular?
- Why does cross product have sin?
- Why direction of cross product is perpendicular?
- Is the cross product always perpendicular?
- Is the dot product distributive?
- Is the cross product of 2 parallel vectors 0?
- What is the cross product of two parallel lines?
- What happens if a cross product is 0?
- Is dot product of two vectors a scalar?
- What is the scalar product of two vectors A and B?
- What is scalar product explain?
- Why is dot product scalar?
- What is scalar product used for?
- Are perpendicular lines 180?
- Are perpendicular lines supplementary?
- Can perpendicular lines not meet?
- Are perpendicular and intersecting lines the same?
- Are all perpendicular lines intersecting Why?
- What happens when two ends of a line meet or close?
- What is horizontal line and vertical?
- What does a horizontal line mean?

## Which type of angle is formed by perpendicular lines?

Perpendicular lines are lines that intersect at a right (90 degrees) angle.

## What forms when lines are perpendicular?

When 2 lines intersect at a right angle, they are perpendicular lines. We can also say that if 2 lines are perpendicular, then their intersection forms a right angle. Also, if two lines are perpendicular, 4 right angles are created. In the diagram below, angles 1, 2, 3, 4 are all right angles.

## When two vectors are perpendicular their MCQ answers?

This set of Electromagnetic Theory Multiple Choice Questions & Answers (MCQs) focuses on “Dot and Cross Product”. Explanation: Dot product of two perpendicular vectors is given by A.B = |a||b|cos 90, which is zero. Thus, dot product is zero and vectors are perpendicular.

## How do you prove a cross product is perpendicular?

If the cross product v×w of two nonzero vectors v and w is also a nonzero vector, then it is perpendicular to both v and w.

## Why does cross product have sin?

Because sin is used in x product which gives an area of a parallelogram that is made up of two vectors which becomes lengrh of a new vwctor that is their product. In dot product cos is used because the two vectors have product value of zero when perpendicular, i.e. cos of anangle between them is equal to zero.

## Why direction of cross product is perpendicular?

I’ll assume you mean a vector cross product. where θ is equal to the angle between the two vectors. If θ is zero, then the vectors, no matter their magnitude, are parallel. To answer your question, the cross product is perpendicular to its multiplicands because if it weren’t defined that way, it wouldn’t be too useful.

## Is the cross product always perpendicular?

The cross product of two vectors is always perpendicular to the plane defined by the two vectors.

## Is the dot product distributive?

the distributivity of the dot-product follows. This proof is for the general case that considers non-coplanar vectors: It suffices to prove that the sum of the individual projections of vectors b and c in the direction of vector a is equal to the projection of the vector sum b+c in the direction of a.

## Is the cross product of 2 parallel vectors 0?

Answer. So the answer to your question is that the cross product of two parallel vectors is 0 because the rejection of a vector from a parallel vector is 0 and hence has length 0.

## What is the cross product of two parallel lines?

The cross product of two parallel vectors is a zero vector (i.e. 0 ). If a and b be the two parallel vectors, such that the cross of vector a and vector b, and there will be a scalar “c”, such that b ⃗ = c a ⃗ /vec{b} = c/vec{a} b =ca .

## What happens if a cross product is 0?

Hope you understand this ! When is the cross and dot product of two vectors zero? When dot product is zero implies the two vectors are perpendicular. When cross product is zero implies the two vectors are parallel.

## Is dot product of two vectors a scalar?

Yes, the dot product of two vectors is a scalar.

## What is the scalar product of two vectors A and B?

The scalar product of a and b is: a · b = |a||b| cosθ We can remember this formula as: “The modulus of the first vector, multiplied by the modulus of the second vector, multiplied by the cosine of the angle between them.”

## What is scalar product explain?

: a real number that is the product of the lengths of two vectors and the cosine of the angle between them. — called also dot product, inner product.

## Why is dot product scalar?

5 Answers. No, it doesn’t give another vector. It gives the product of the length of one vector by the length of the projection of the other. This is a scalar.

## What is scalar product used for?

Using the scalar product to find the angle between two vectors. One of the common applications of the scalar product is to find the angle between two vectors when they are expressed in cartesian form.

## Are perpendicular lines 180?

But if there’s any point on the straight line, all the way around from one side of the line to the other. That’s 180 degrees, there are 90 degrees in a right angle. If the two lines or segments meet at right angles, they are called perpendicular, that is a term you should know.

## Are perpendicular lines supplementary?

As in this case where the adjacent angles are formed by two lines intersecting we will get two pairs of adjacent angles (G + F and H + E) that are both supplementary. Two lines are perpendicular if they intersect in a right angle. The axes of a coordinate plane is an example of two perpendicular lines.

## Can perpendicular lines not meet?

Yes, for two lines to be perpendicular to each other, they must always intersect each other at 90 degrees. If they intersect each other at greater than or less than 90 degrees the lines aren’t termed perpendicular. They would just be called intersecting lines.

## Are perpendicular and intersecting lines the same?

1 Answer. Two lines that intersect are simply two lines that at some point touch each other (cross each other). Two perpendicular lines are two lines that intersect, but also the angle of intersection must be 90 degrees.

## Are all perpendicular lines intersecting Why?

These lines always intersect at right angles. If two lines are perpendicular to the same line, they are parallel to each other and will never intersect.

## What happens when two ends of a line meet or close?

Two lines intersect when they cross each other. They form vertically opposite angles, which we will learn later. The point where the lines intersect is called the point of intersection.

## What is horizontal line and vertical?

A horizontal line is a line parallel to the x-axis and its equation is of the form y= a constant. A vertical line is a line parallel to the y-axis and its equation is of the form x= a constant.

## What does a horizontal line mean?

The meaning horizontal line is a straight line that is mapped from left to right and it is parallel to the X-axis in the plane coordinate system. In other words, the straight line that does not make any intercept on the X-axis and it can have an intercept on Y-axis is called horizontal line.