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θcosθW=FscosθConclusion021 W=Fs90∘00180∘−1 W=−Fs

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UNIT 11 We encoumter objectin af widely differing when in day to diay life. Some of the objects may be as large as a mountam and others as stmill as a rpeck of duss. When we go beyabd these limits, either in. the direction of large abjects or in the direcusen of smaller ones, it becomes difficult to grasp the actual xize. There are objects which are muen larger than mountains, such as the Moon. the Earth, the Sun. the Galaxy, eic These bigger objects constitute what is ciommonly known as Macrocosm (Greek for "large world'"). Conversely, very small objects, wuch as bacteria, atoms, electrons belong to Microcosm (Greek for "small world"). If we use the standard scientific unit metre (abbreviated " ") for measuring length of an object belonging to macrocosm. such as diameter of Sun. it will be described by a very lange number . Conversely, the diameter of hydrogen atom in microcosm is . The above numbers are exceptionally big and are difficult to write or remember. Scientists have far we found an easy and compact way of writing such numbers. Any number can be written as the product of a number between one and ten, and a number which is power of ten. The diameter of Sun, 1,390,000,000 . Similarly, diameter of hydrogen atom, . When we say that, the diameter of Sun is is the numeral value between 1 and 10, and is the exponential part. The exponential part of a particular measurement is called order of magnitude of a quantity. For example, order of magnitude of diameter of metri Sun is . Similarly. order of magnitude of diameter of hydrogen atom is . Measurements and Experimentation
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Question Text
Updated OnJul 22, 2022
TopicPhysics
SubjectScience
ClassClass 9
Answer Type Video solution: 2
Upvotes232
Avg. Video Duration7 min