Question

When is the sum of forces in the y direction equal to (N - mg) as...

When is the sum of forces in the y direction equal to (N - mg) as opposed to (mg - N)? Can you explain what situations in Physics signify each, and moreover, how they relate to the free-body diagrams? Thanks!

Homework Answers

Answer #1

We should not get confused with the sign convention along Y direction weather we take upwards as + ve and downwards as -ve or upwards as -ve and downwards as +ve

If upwards is + ve and downwards is -ve then the first equation (N - mg) is used, as N is always directed along upwards for an object lying on a horizontal surface and mg is always directed in vertically downward direction.

If upwards is -ve and downwards is +ve then we can use the senond equation (mg - N), here also N is directed in the up direction which is negative and mg is directed in down direction which is positive.

Hence we should remember that sign convention is very important when applying Newtons 2nd law. Along with N and mg we have assign sign convention for other forces also (if present), as above.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
If you apply three different, fixed forces to a body, in any direction on the x-y...
If you apply three different, fixed forces to a body, in any direction on the x-y plane, a) sketch how to apply these forces to achieve the largest possible resultant force b)sketch a way to apply these forces to get a 70-N resultant force, pointing in the +x direction c)Sketch how these forces magnitudes can add to give a zero net force Forces: F1=40 N; F2=50 N; F3=60 N Dont worry about the Part A and B. Just do Part...
Physics Prelab: Motors and Generators a) Explain how you can find the direction of the current...
Physics Prelab: Motors and Generators a) Explain how you can find the direction of the current if magnetic flux increases as opposed to decreases through a current loop – what is the direction of the resulting current in the loop? b) What is the voltage induced in a generator with 441 turns, an area of 140 mm2 turning at a rate of 47 rpm with a constant field of 0.0727 T?
What is the magnitude and direction of the force required from your legs to jump a...
What is the magnitude and direction of the force required from your legs to jump a certain horizontal distance, R? Express the result in terms of your weight, W = mg. Assume that you project yourself into the jump by lowering your body and forcefully straightening your legs, so the force that launches you is applied over the extent of the crouching position, d. Also assume that you angle the direction of the applied force from your legs in such...
Show all work and diagrams necessary. Please make sure you show how you derive any equations...
Show all work and diagrams necessary. Please make sure you show how you derive any equations you used!!! Which of the following statements best describes "free fall motion." Free fall motion describes any horizontal motion. Free fall motion is two dimensional motion. Free fall motion is a subset of projectile motion. Free fall motion is a subset of circular motion. A body can experience a static friction force in its direction of motion. True False If a normal force is...
Two painters are working on a platform hanging off the side of a building. The platform...
Two painters are working on a platform hanging off the side of a building. The platform is 10 meters long and supported by two cables. The painters are represented by vector forces in the free-body drawing below. The weights of the objects are: Platform 184 N, Sue 130 N, Jack 220 N. Calculate the force in each cable when the painters are in the position shown below(Case 1). To start, locate the pivot point where Cable 1 attached to the...
A lightweight string of length 60.0 cm is attached to the ceiling at poins separated by...
A lightweight string of length 60.0 cm is attached to the ceiling at poins separated by distance d, as shown in the diagram below. Three objects of equal mass are hung from the sting. separatin the sttring into four equal segments of Legth L. If angle =40 degrees, find the measure of and and the distance d. For full credit on problems: 1. Draw a picture and label the info, show direction of acceleration. 2. Choose objest for which to...
A block with mass 6.00 kg slides on a horizontal floor as it is pulled with...
A block with mass 6.00 kg slides on a horizontal floor as it is pulled with a string by a force of 50.0 N at an angle of 30.0° with the horizontal. The force of friction between the floor and the block is 10 N. A. Draw below a free body diagram for the block. Label all the forces and describe each force: name and source of the force. B. Find the y-component of the net force. Explain your answer....
If two parallel wires have current running in the same direction, do the wires attract each...
If two parallel wires have current running in the same direction, do the wires attract each other or repel each other due to their magnetic interaction? My attempt so far: I'm imagining two parallel wires oriented vertically with the current flowing "downwards" (in the negative y direction) in each. In this case, I believe there's a circular magnetic field that wraps around and surrounds each respective wire in the clockwise direction (when looking directly downwards at each wire). Can you...
A small spherical insulator of mass 8.0 × 10-2 kg and charge (left) +0.500 μC is...
A small spherical insulator of mass 8.0 × 10-2 kg and charge (left) +0.500 μC is hung by a thin wire of negligible mass. An identical spherical mass with a negative charge of -1.900 μC (right) is held 0.20 m away from the sphere and directly to the right of it, so the wire makes an angle with the vertical (see the drawing). What is the magnitude of tension in the wire? (m g/cosθ = 0.813 N) What is the...
2. Let us define a new variable Y = the sum of two dice. Complete both...
2. Let us define a new variable Y = the sum of two dice. Complete both the probability and cumulative probability tables for Y. (Hint: First think about what values Y can take on, and then notice rolling a die produces 6 outcomes but rolling two dice produces 36 outcomes. The following table can help you enumerate all 36 outcomes and find out what is the associated Y value for each outcome.) 1 2 3 4 5 6 1 Y=2...