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Value of n^5/n!=52e. how this value obtainned. Could any of you tell me the method?


Thankyou.......

4 years ago

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Answers : (1)

										

This is a TRANSCENDENTAL equation. There is no method. The only way to solve the equation is trial and error.

4 years ago

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Prove that, If y = Sin -1 x, x ∈ (–1, 1) then dy/dx =1/√(1-x 2)
 
 
y = Sin -1 x ⇒ x = sin y dy/dx=cosy dy/dx=(dx/dy) -1 =1/cosy=1/ √(1-sin 2 y) =1/√(1-x 2 )
 
RAJU 5 months ago
 
y = Sin -1 x ⇒ x = sin y dy/dx=cosy dy/dx=(dx/dy) -1 =1/cosy=1/ √(1-sin 2 y) =1/√(1-x 2 )
 
Raghu Vamshi Hemadri 4 months ago
what is the meaning of subtangent and subnormals.......
 
 
Dear Student, Subtangent is the projection of tangent on the axis. Similarly, Subnormal is the the projection of normal on the axis. Thanks.
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Vijay Mukati 2 months ago
is it an indeterminate form??? see photo
 
 
Yes and its value will be 0
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Vijay Mukati 6 months ago
 
0/0 form but neumerator has value exactly = 0 but denominator tends to 0 therefore its value is
 
Aakash 6 months ago
 
yes it is an indeterminante form
 
vedant patil 6 months ago
Q . LET F 1 AND F 2 ARE THE FOCI OF THE ELLIPSE - 4x 2 + 9y 2 = 36 AND ‘P’ IS A POINT ON THE ELIPSE SUCH THAT - PF 1 = 2PF 2 , THEN THE AREA OF THE TRIANGLE PF 1 F 2 IS ?
 
 
Ans: Hello Student, Please find answer to your question below 4x 2 + 9y 2 = 36 By the definition of ellipse, PF 1 + PF 2 = 2a a = 3 PF 1 + PF 2 = 6 PF 1 = 2PF 2 PF 2 = 2 PF 1 = 4 F 1 F 2 can...
  img
Jitender Singh one year ago
 
sir please answer other problems too.......i have tried them multiple times.......atleast provide the hints
 
Bharat Makkar one year ago
 
thank you sir......
 
Bharat Makkar one year ago
if A,B,C are mutually perpendicular prove that C×(A×B)=0 Also A,B,C are vectors
 
 
Dear Student, If A, B and C are mutually perpendicular then, A x B will be the vector perpendicular to both A and B i.e. C only. Now C x C = 0 because the cross product of two same vectors...
  img
Vijay Mukati 3 months ago
 
If A, B and C are mutually perpendicular then, A x B will be the vector perpendicular to both A and B i.e. C only. Now C x C = 0 because the cross product of two same vectors is zero....
 
Ankit Jaiswal 7 days ago
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