What is the direction of a resultant if two forces of 5N and 10N are inclined to each other at an angle of 120 degrees?
Answer: ans is 8.66 N and direction = 30° or 90°.
What is vector sum of two forces 10N and 6N?
The munimum resultant of 10N and 6N is (10-6=4N) . The maximum resultant of 10N and 6N is (10+6=16N).
Which Cannot be the resultant of 5 Newton and 10 Newton?
Hence 2 N is the answer to the question.
Which pair of the following forces will never give resultant forces of 2 N?
1 N and 3 N.
What is the resultant of 6N and 8N?
There are two forces of 6N and 8N. If the forces are in opposite direction,then resultant force is 2N, in the direction of 8N. So, the maximum force for this pair of forces is, 14 N and minimum force is 2N. From the given four options, the correct answer is 11 N.
Which is not resultant of 5 and 10?
Which one of the following cannot be the resultant of the vectors of magnitude 5 and 10? When the vectors act in the same direction, their resultant is (10+5)=15 units. Thus the magnitude of the resultant will be between 5 and 15, depending upon the angle between them. It cannot be 2.
Which pair of the forces will never give resultant force 2N and 2N C 1N and 1N c 3n DNN 1N and 4N?
So, the (1N,4N) vector pair can’t form a 2N resultant vector. Hence , Option D is the correct answer.
What is the resultant of two forces of magnitude 10 N?
We have, two perpendicular forces of magnitudes 10 N and 5 N act at a point. It is required to find the resultant of two forces. As two forces are perpendicular to each other. The resultant of two vectors is given by : So, the resultant of two forces is 11.18 N.
What is the angle between 5N and 10n force?
So, the direction is 90 degrees off the 5N force and 30 degrees off the 10N force. (Note: I have taken P as 10 N and Q as 5 N, hence the angle between 10N and resultant is 30 degrees.You can take Q as 5N and P as 10 N,that answer would be the angle between 5N and resultant)
How do you find the magnitude of a force at 30o?
Two forces of magnitude 5N and 10N are inclined at an angle of 30o. Calculate the magnitude and direction of the resultant vector using parallelogram law. Given that there are two forces F 1 = 5N and F 2 = 10N and angle θ=30o.
What is the magnitude of the resultant vector r?
So, the magnitude of the resultant vector R is 29.5N. Two forces of magnitude 5N and 10N are inclined at an angle of 30o. Calculate the magnitude and direction of the resultant vector using parallelogram law. Given that there are two forces F 1 = 5N and F 2 = 10N and angle θ=30o.