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The angle between - ve vectors is

The angle between - ve vectors is

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Than, at a maximum or a minimum. the mast before the maximum the slope is positive, at it is neshative. Thus, dy decreases at a maximam and hence the rate of change of is negre maximum i.e. between two quantitie at a maximum. corresponds to Draw perpendiculars The quantity is the rate of change of the as to cut it at and slope. It is written as . Thus, the condition of a at by the symbol maximum is post Similarly, at a minimum the slope changes from negative to positive. The slope increases at such a point and hence . The condition of a minimum is (2.7) Let us divide each of length Quite often it is known from the physical situation whether the quantity is a maximum or a minimum. short lines paralle The test on may then be omitted. rectangular bars of the areas of th Example 2.8 The height reached in time by a particle thrown upward with a speed is given by This may be where is a constant. Find the time taken in reaching the maximum height. Solution : The height is a function of time. Thus, will where takes be maximum when . We have, This area di difference is the under the cur following. As w or, the vertices of points and th decreases. As
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Question Text
The angle between - ve vectors is
Updated OnMar 1, 2023
TopicModern Physics
SubjectPhysics
ClassClass 12
Answer Type Video solution: 1
Upvotes58
Avg. Video Duration7 min