Class 12 CBSE Applied Maths Differential Equations Case Study

Class 12 CBSE Applied Maths aims to develop an understanding of basic mathematical and statistical tools and their applications in the field of commerce (business/ finance/economics) and social sciences. Topics covered in Class 12th Applied Maths includes : Numbers, Quantification and Numerical Applications, Algebra, Calculus, Probability Distributions , Inferential Statistics, Index Numbers and Time-based data , Financial Mathematics , Linear Programming.


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Exercise 8.1 Exercise 8.2 Exercise 8.3 Exercise 8.4 Exercise 8.5



Based on the above information,answer the following questions:



Q(i). The values of P and Q in the given question are

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Q(ii). I.F of the given differential equation is

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Q(iii). Solution of the given differential equation is

(a) y=x3 + C
(b) y=x3 + Cx
(c) y=-x3 + Cx
(d) y=x2 + Cx

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Q(iv). If y(1)=2,then y=

(a) x3 +1
(b) -x3 +x
(c) x3 +x
(d) x2 +C

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Q(v). The values of y at x=2 is

(a) 6
(b) -6
(c) 8
(d) 10

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