by adding two forces of 8n and 6n which of the following force cannot be obtained
A)14N
B) 16N
C) 2 N
D) 10 N
Answers
Answer:
Ans. B) and D) both can not b obtained
Explanation:
as net for shud be added for same direction
like 8 + 6 = 14 N.
or should be reduced in n opposite direction
like 8 - 6 = 2 N
Answer:
12N if both are in same direction
2N if both the forces are opposite to each other
Explanation:
The net power is the vector amount of the relative multitude of powers. That is, the net power is the resultant of the multitude of powers; it is the consequence of adding every one of the powers together as vectors. For the circumstance of the three powers on the power board, the net power is the amount of power vectors A + B + C if all the forces are acting in the same direction. If the forces are acting parallel or opposite to each other then the amount of power vectors A - B - C.
Given forces in the question A = 8 N and B = 6 N ( where N = Newton)
If both the forces are acting in the same direction = A+ B
= 8 N+6 N
= 14 N
Therefore option A) 14N is correct for this case.
If both the forces are against each other or repelling each other = A - B
= 8 N - 6 N
= 2 N
Therefore option C)2 N is correct for this case.
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