Calculating Resultant Vectors in Physics Using Force Components

Subtract the smaller vector from the larger one.

Break down each vector into its component form.

Add the magnitudes of the vectors directly.

Multiply the vectors by a scalar.

Add the force to the sine of the angle.

Divide the force by the cosine of the angle.

Multiply the force by the cosine of the angle.

Multiply the force by the sine of the angle.

A vector with a magnitude of zero.

A vector with a magnitude of one.

A vector with a magnitude greater than one.

A vector with a negative magnitude.

Because it is in the third quadrant.

Because it is in the fourth quadrant.

Because it is in the second quadrant.

Because it is in the first quadrant.

The sum of the magnitudes of the vectors.

The difference between the vectors.

The sum of the x and y components of the vectors.

The product of the vectors.

By multiplying the x and y components.

By adding the x and y components.

By using the Pythagorean theorem.

By subtracting the y component from the x component.

To find the direction of the vector relative to the x-axis.

To measure the length of the vector.

To determine the magnitude of the vector.

To calculate the force of the vector.

Multiply the reference angle by 2.

Add the reference angle to 90 degrees.

Subtract the reference angle from 180 degrees.

Divide the reference angle by 2.

100 newtons

212.1 newtons

173.2 newtons

314.5 newtons

97.1 degrees

82.9 degrees

45 degrees

135 degrees