Fizik Ödev Yardımı

Fizik, tüm doğa bilimleri arasında çok önemli bir konudur, yaşamın harikalarını açıklamak için kullanılır ve aynı zamanda çalışılması en zor konulardan biridir.

QuestionAI, etkileşim halindeki kuvvetler altındaki moleküllerin eşlik eden yörüngeleri ile her bir atom ve onun özellikleri hakkında bilgi edinebileceğiniz, fiziğe yeni başlayanlar için zengin ve kolay bir fizik problemi çözücüdür. Elbette galaksiler arasında saklı sırları diğer fizik meraklılarıyla da keşfedebilirsiniz. Tahminlerinizi ve sorularınızı yapay zekaya cesurca yöneltin; kolayca güvenilir yanıtlar bulacaksınız.

A 1.50-liter sample of dry air in a cylinder exerts a pressure of 3.00 atmospheres at a temperature of 25^circ C Without change in temperature, a piston is moved in the cylinder until the pressure in the cylinder is reduced to 1.00 atmosphere. The volume of the gas is: V=((1.50)(1.00))/((3.00)(298))=0.0016TL V=((1.50)(1.00))/(3.00)=0.50L V=((1.50)(25)(3.00))/((1.00))=113L V=((1.50)(3.00))/((1.00))=4.50L

We know that standard pressure is one atmosphere, or 760 millimeters of mercury. This pressure results from the weight of gas molecules in the atmosphere. A diver entering the water is subject to both water pressure and air pressure. Because water is much denser than air, the pressure increases rapidly as the diver descends: At the depth of 34 feet in fresh water the diver is experiencing 2 atmospheres of pressure (one from air pressure and one from the 34 feet of water). For every additional 34 feet the diver descends, he will be under an additional atmosphere of pressure. Since water pressure is proportional to depth, how many atmospheres of pressure would a diver experience at 102 feet? Why wouldn't this pressure squash the diver? Answering this second question may be easier if you think of the reason a person on land is not squashed by one atmosphere of pressure Explain your answer in detail.

When using a manometer to check Boyle's Law, why is the pressure changed slowly? to avoid changing the gas temperature to avoid compressing the gas to avoid changing the mass of the gas to avoid compressing the liquid

Under what conditions will deviations from the "ideal" gas be expected?Select all that apply. low pressure high pressure high temperatures low temperatures

According to the Kinetic Molecular Theory, as the volume of a gas increases: the number of particle impacts per unit area decreases the total number of particle impacts increases the temperature must change the number of particle impacts per unit area increases