## If f be the greatest integer function defined as f(x) = [x] and g be the modulus function defined as g(x) = |x|, then the value ofΒ gof(-5/4) is _____________

CBSE Class 12 Sample Paper for 2020 Boards

Paper Summary

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Question 2

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Question 10 Important

Question 11 Important You are here

Question 12

Question 13

Question 14 (OR 1st Question)

Question 14 (OR 2nd Question) Important

Question 15 (OR 1st Question)

Question 15 (OR 2nd Question) Important

Question 16

Question 17 Important

Question 18 (OR 1st Question)

Question 18 (OR 2nd Question)

Question 19

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Question 21 (OR 1st Question) Important

Question 21 (OR 2nd Question) Important

Question 22

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Question 24 (OR 1st Question)

Question 24 (OR 2nd Question)

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Question 26 Important

Question 27

Question 28 (OR 1st Question) Important

Question 28 (OR 2nd Question)

Question 29

Question 30 Important

Question 31 (OR 1st Question) Important

Question 31 (OR 2nd Question)

Question 32 Important

Question 33 (OR 1st Question) Important

Question 33 (OR 2nd Question) Important

Question 34

Question 35 (OR 1st Question) Important

Question 35 (OR 2nd Question) Important

Question 36 Important

Class 12

Solutions of Sample Papers and Past Year Papers - for Class 12 Boards

Last updated at Oct. 17, 2019 by Teachoo

Question 11 If f be the greatest integer function defined as f(x) = [π₯] and g be the modulus function defined as g(x) = |π₯|, then the value of πππ(β5/4) is _____________ πππ((β5)/4) = π(π((β5)/4)) Finding π((βπ)/π) π((βπ)/π) = [(β5)/4] = [β1.25] = β2 Greatest integer less than β1.25 is β2 Now, πππ((β5)/4) = π(π((β5)/4)) = π(β2) = |β2| = 2 So, answer is 2