With The Magnet Hovering Above The Base. ) With the magnet hovering above the base, what will the scale Wh

) With the magnet hovering above the base, what will the scale When the magnet is hovering above the base, the scale has been zeroed or tared to subtract the weight of the base, so it essentially measures the force with which the magnet (In fact, the strength of the force falls off with the square of the distance. Less than 56 g but greater than 0 g C. 56 g B. How to approach the problem Here’s the key: Because the magnet hovers motionless above the base, Compared to the magnet in the video, the magnet in Part A will hover at a position Compared to the magnet in the video, the magnet in Part A will hover at a position 1- farther above the base. Levitation using electromagnets Can a magnet levitate or float above The scale has been zeroed (tared) to subtract the weight of the base. There is a strong magnet hidden under the base, and the top also has a magnetic part inside it. ) With the magnet hovering above the base, what will the scale read? The scale has been zeroed (tared) to Suppose that we repeat the experiment, but this time we replace the original 56-g magnet with a more powerful magnet of the same mass. This is a super cool science experiment based on magnetic repulsion. Because this magnet is stronger than the one in According to the law of magnetic poles, like poles repel each other. You have also probably noticed that magnetic Because this magnet is stronger than the one in the video (and because the magnetic forces weaken with distance), this magnet hovers farther from the base. Hint 1. According to the law of magnetic poles, like poles repel each other. -56 g B The scale has been zeroed (tared) to subtract the weight of the base View Available Hints) 56 OS Less than 56 but greater than 0 More than 56% The scale has been zeroed (tared) to subtract the weight of the base. Answering the student's question directly: The scale has been zeroed (tared) to subtract the weight of the base. How to approach the problem Here’s the key: Because the magnet hovers motionless above the base, its weight exactly counters the upward magnetic repulsion exerted With the magnet hovering above the base, what will the scale read? The scale has been zeroed (tared) to subtract the weight of the base. 0 g g Less than 56 g g but greater than 0 g g – 56 g g More With the magnet hovering above the base, what will the scale read? The scale has been zeroed (tared) to subtract the weight of the base. Watch carefully and try it When a magnet hovers above a base, the scale will read zero. 😉 Want a more (In fact, the strength of the force falls off with the square of the distance. As you know from experience, the more powerful a (In fact, the strength of the force falls off with the square of the distance. 0g D. They achieve this by having just enough weight underneath a light piece of metal to resist the magnets pull just . Because this magnet A hovering magnet refers to the ability of magnets to appear to float or hover above a surface without direct contact. 56 G In equilibrium, the base must push up on the The scale has been zeroed (tared) to subtract the weight of the base 56 g Compared to the magnet in the video, the magnet in Part A will hover at a position Farther above the base With the magnet hovering above the base, what will the scale read?The scale has been zeroed (tared) to subtract the weight of the base. More than 56 g E. farther above the base. View Available Hint (s) Less than 56 g but greater The magnetic field from the coil in the base levitates the platform above, where a load to be measured is place. This repulsion can balance the force of gravity acting on the magnet, enabling it to levitate stably above the superconducting material. How to approach the problem Simple electromagnetic levitation systems Shop Neodymium Magnets 1. Prelecture The new, more powerful magnet of the same mass will hover at a position farther above the base than the original magnet because the increased magnetic force requires a larger distance to With the magnet hovering above the base, what will the scale read? The scale has been zeroed (tared) to subtract the weight of the base. Therefore, the magnet in Mastering physics oa04: laws and forces oa04: laws and forces due: 11:59pm on sunday, september 16, 2018 you will receive no credit for items you complete after With the magnet hovering above the base, what will the scale read? The scale has been zeroed (tared) to subtract the weight of the base. ) With the magnet hovering above the base, what will the scale read? The scale has been zeroed (tared) to (In fact, the strength of the force falls off with the square of the distance. This is because the force of the magnetic field is counteracted by an equal and opposite force exerted by the base, In equilibrium, the magnetic force exerted by the base on the magnet must equal the magnet's weight (or else the magnet would accelerate). This floating Explanation The magnet in the video is repelled by the magnet in Part A, causing it to hover. 56 g Compared to the magnet in the video, the magnet in Part A will hover at a position farther above the base. Watch carefully and try it yourself! When the balance is just right, the top keeps spinning above the magnet instead of falling down. Therefore, the magnet in Part A will hover farther above the base compared to the magnet in the video. As you know from experience, the more powerful a magnet is, the more strongly it attracts or repels other magnets or magnetic objects. This fascinating phenomenon is Hint 1. When the balance is just right, the top keeps spinning above the magnet instead of falling down. ) With the magnet hovering above the base, what will the scale read? The scale has been zeroed (tared) to Here's the key: Because the magnet hovers motionless above the base, its weight exactly counters the upward magnetic repulsion exerted on it by Given the above facts, is it possible to change the scale reading by changing the strength of the magnet? ANSWER: Correct In equilibrium, the base must push up on the The scale has been zeroed (tared) to subtract the weight of the base. How to approach the problem Here’s the key: Levitating globes defy gravity by hovering directly underneath a magnet. A. In equilibrium, the magnetic force exerted by the base on the magnet must equal the magnet's weight (or else the magnet would accelerate).

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