Statics (B.Sc. Mathematics)(notes)
25 videos • 329 views • by Doctor of Mathematics
1
Any wrench may be resolved into two wrenches ,whose axes intersect at right angles,in an infinite no
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2
The equation of cone reciprocal to ax^2+by^2+cz^2=0 is x^2/a+y^2/b+z^2/c=0
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3
Verify matrix A is orthogonal matrix.
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4
A uniform chain of length l is to be suspended from two points in the same hotizontal line ,either t
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5
Explanation of Shab-e-miraj and Isra on basis on special theory of relativity
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6
Find the centroid of the volume formed by revolution of the curve r=a(1+cosθ) about the initial line
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7
Find the C. G. of the region bounded by the parabola x^2=4ay, x-axis and the ordinate x=b.TOP
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8
Prove that the tension at any point of the catenary is equal to the weight of the portion of string
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9
Two equal forces are inclined at an angle 2θ.Their resultant is 3 times as great as when they are
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10
Two equal forces are inclined at an angle 2θ.Their resultant is 3 times as great as when they are
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11
A uniform chain of length l is to be suspended from two points in the same horizontal line so that
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12
Position of Equilibrium:Stable, Unstable and Neutral Equilibrium
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13
Verify that the adjoint of a diagonal matrix of order 3 is a diagonal matrix.
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14
For a common catenary x=clog (y+s/c)
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15
Find the centre of gravity of hemishpeical shell.
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16
Find the C.G. of a plane lamina of uniform density in the form of a quadrant of an ellipse.
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17
Find the C.G. of the area included between the curve y^2(2a-x)=x^3 and its asymptotes.
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18
Find the C.G. of an arc of catenary y=ccoshx/c.
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19
Cartesian Equation of Common Catenary. y=ccoshx/c
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20
For a common catenary s=csinhx/c
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21
Find the span of common catenary
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22
A uniform chain of length 2a and weight 2W is suspended from two point in same horizontal level.A w
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23
If the length of a uniform chain ,suspended between two points at the same level,is adjusted so as t
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24
Show that the length of an endless chain which will hang over a circular pulley of radius 'a' so as
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25
To prove for a common catenary that y=csecφ.
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