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  • 3 answers

Sanjay Singh 7 years ago

Sorry it is 2 - 43 dy/dx

Sanjay Singh 7 years ago

X-43dy/dx

Yajur Arora 7 years ago

2-43dy/dx
  • 2 answers
What to do integration or differentiation ??

Kuldeep Singh 7 years ago

Karna kya hai
  • 1 answers

Ankit Soni 7 years ago

Answer just below the question
  • 2 answers
76/6

Mahak Garg 7 years ago

[x^3/3+x^2/2] Now put the limits and u will get the answer 38/3
  • 3 answers
-cos(1/x)/logx

Himani Sah 7 years ago

Its log |x| + c

Himani Sah 7 years ago

-1/ x^2
  • 2 answers
-ccosx/2

Ishaa Yadav 7 years ago

-Cos2x/2
  • 1 answers

Mahak Garg 7 years ago

-1/2 cos 2x + 1/4 sin 4x
  • 1 answers

Ajay Kumar 7 years ago

X²/2
  • 2 answers

Jhalkesh Pathak 7 years ago

Then by finding the value of x, y, z from equation of line in the form of any constant put it in equation of plane. Hence find the coordinates.

Jhalkesh Pathak 7 years ago

First find the equation of line passes through A and B Then find equation of plane from these three points L, M and N
  • 1 answers

Pulkit Tushir 7 years ago

The answer of samle paper is on the link Padlobeta.com
  • 2 answers

Harsh Dee 7 years ago

????

Harsh Dee 7 years ago

1/1+sinx/cosx == 1/cosx+sinx/cosx ==cosx/sinx+cosx Now divide and multiply by 2 == 1\2 2cosx/sinx+cosx ====1/2 cosx+cosx/sinx+cosx {break 2cosx into cosx+cosx} === now add and subtract sinx in num. === cosx+sinx+cosx-six/sinx+cosx=== now separate them and then === cosx+sinx/cosx+sinx +cosx-sinx/cosx+sinx now integrate it....
  • 1 answers

Nitika Neb 7 years ago

In mathematics and vector algebra, the cross product or vector product is a binary operation on two vectors in three-dimensional space and is denoted by the symbol. Given two linearly independent vectors and, the cross product, is a vector that is perpendicular to both and and thus normal to the plane containing them
  • 1 answers

Ashish Chauhan 7 years ago

this equation has unique sol. because detA =0
  • 1 answers

Aryan Rai 7 years ago

Ofcource bro.. Give me ur mail id or WhatsApp no
  • 1 answers

Danish Gaur 7 years ago

dy=dx/(1+x) Integrating both side So, y=log(1+x)+C

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