17+ is it possible to add a scalar to a vector

A quantity that has only magnitude and no direction. 100 9 ratings for this solution.

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For a better understanding we have an example.

. Why is not possible to add a scalar to a vector. The resultant vector is then drawn from the tail of the first vector to the head of the final vector. 100 9 ratings for this solution.

So do we associate with the some A plus R Okay so the sum of a scaler and a vector is not well defined. A scalar quantity is a quantity which has magnitude only. So what direction do we.

This basically means that being a vector quantity a particular physical quantity will have both magnitude and direction. Scalars can be added to scalars only. A vector has both magnitude and direction but a scalar only has magnitude so you dont know what direction it is going.

Now wed like to try toe. Vector B is 50 cm long and vector A is 40 cm long. For example velocity displacement etc.

A scalar quantity cannot be added. Summing the two quantities together we have to describe the. Does the odometer in an automobile indicate a scalar or a.

We cannot add a vector and a scalar quantities together because they have different dimensions. Step 1 of 3. A vector quantity is a quantity that has both.

A vector quantity is a quantity that has both. Find the angle between these two vectors when AB30cm and AB30cm. So this means basically that it doesnt make sense to.

Physical quantities are broadly classified into scalar and vector. A vector value has both magnitude and direction whereas a scalar value has magnitude only and. No you cant add a scalar quantity with a vector one because a vector quantity has a well defined magnitude and direction where as a scalar quantity has magnitude.

Answer 1 of 16. Step 1 of 3. A vector quantity is defined as a physical quantity which has both magnitude and direction.

A quantity that has both magnitude and direction. Is it possible to add a vector to a scalar. A scalar quantity cannot be added to a vector quantity because they have different dimensions.

Physical quantities are broadly classified into scalar and vector. Using an example lets take a vector quantity like 30 meters north and a scaler quantity. Textbfdifferent dimension different dimension.

A vector quantity is defined as a physical quantity which has both magnitude and direction. Its a scaler so it doesnt have a direction. Vector quantities and scalar quantities have a different dimension.

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