The resultant of two forces 1 and P is perpendicular to ‘1’ and equal to 1. What is the value of ‘P’ and angle between the forces the value of P is ____ N (Given √2= 1.41 )
Answers
Answer:
The resultant of two forces 1 and p is perpendicular to 1 and equal to 1. what is value of p and angle between them?
Resultant is 1. One force is also 1. They are perpendicular to each other. This implies angle between p and the 1 force is more than 90. Let us say it is 90 + a.
Resolving p , the one parallel to the 1 force is p sin a, the perpendicular one is p cos a.
Hence both are equal to one.
tan a = 1 hence a = 45. And p = √ 1+1) = √ 2.
Answer:
Resolving p, the one parallel to the 1 force is p sin a, the perpendicular one is p cos a. Hence both are equal to one. tan a = 1 hence a = 45. And p = √ 1+1) = √ 2
Explanation:
The product of two forces, 1 and p, is equal to 1 and perpendicular to 1. What is the angle between them and the value of p?
The outcome is 1. One is also one force. They are parallel to one another. This suggests that p and the 1 forces are at an angle greater than 90 degrees. Let's use 90 plus a.
Resolving p, the one parallel to the 1 force is p sin a, the perpendicular one is p cos a.
As a result, both equal one.
tan a = 1 hence a = 45. And p = √ 1+1) = √ 2.