
What is a 3d angle ?
Answer
418.8k+ views
Hint:Here in this question we have defined a 3d angle. So, firstly we know the definition of angle and 3d. Then we know the definition of 3d angle. We can measure the angle, for that we have a formula. Hence this will be the required solution for the given question.
Complete answer:
In geometry, an angle can be defined as the figure formed by two rays meeting at a common endpoint. An angle is represented by the symbol . The 3d means three dimensional. In a three dimensional axis there are three lines which are perpendicular to each other. These lines will meet at one common point. The three coordinates are x- coordinate, y - coordinate and z - coordinate. The all three coordinates have both positive and negative values. The three dimensional axis is represented as
Now consider the question, we have to define a 3d angle. 3d angle means the angle formed by the lines in three dimensional space. We can use vectors to measure angle in 3d space.Since we have a formula and it is given by
Rewriting the above formula, we have
The x represents the angle so we have
Here and are vectors, the angle can be calculated by using the above formula.
Note:While solving the problems related to this topic, the student must know the tables of the trigonometric ratios. The angles have a SI unit and they are degree and radian. Suppose we term which is not present in the table of trigonometric ratio we can write the term as it is.
Complete answer:
In geometry, an angle can be defined as the figure formed by two rays meeting at a common endpoint. An angle is represented by the symbol

Now consider the question, we have to define a 3d angle. 3d angle means the angle formed by the lines in three dimensional space. We can use vectors to measure angle in 3d space.Since we have a formula and it is given by
Rewriting the above formula, we have
The x represents the angle so we have
Here
Note:While solving the problems related to this topic, the student must know the tables of the trigonometric ratios. The angles have a SI unit and they are degree and radian. Suppose we term which is not present in the table of trigonometric ratio we can write the term as it is.
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