Question

Two tensile force each of magnitude f are acting at a point perpendicular
to each other then their resultant force will be
OF
O VE
O Zero
O V2F​

Answer 1

Answer:

√2F

Explanation:

It is explained by the diagram.

Answer 2

The resultant force that acts when two tensile forces each of magnitude f are acting at a point perpendicular to each other is d)√2F.

Given:

The magnitude of tensile force 1 = f N

The magnitude of tensile force 2 = f N

To Find:

The resultant force acting between these two forces

Solution:

We know that,

when two forces act perpendicular upon each other, then the resulting force will be

$F = \sqrt{(F1^{2} ) + (F2^{2}) }$

On substituting the values of F₁ and F₂ we get,

$F = \sqrt{(F)^{2} + (F)^{2} }\\ F = \sqrt{ 2F^{2} }\\F = \sqrt{2}F$

Hence, the resultant force will be equal to √2F.

Thus, when two tensile forces each of magnitude f are acting at a point perpendicular to each other then their resultant force will be equal to d)√2F.

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