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Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

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Page 1: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 2: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 3: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 4: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 5: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 6: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 7: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 8: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 9: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 10: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

Page 11: Mathematics Paper - 2012 - Set - 1 - CBSEcbse.nic.in/curric~1/qp2012/SamplePaperX11/Set1/...6. 2 dx 4 Evaluate 2 dx 4 ex (tan x + I) sec x dx = ex f(x) + c f(x) t I ex (tan x + 1)

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Web view1. 1 0 p x dx+ 1 3 p x dx = -3+3=0 (write 1 0 p x dx=-3 ) ii 1 3 p x -k x 3 dx=26 . 3 - k (20)=26 (marks for each integral) k = -23 20

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