Solve your IGNOU Doubts
Solve your IGNOU Doubts
Question:

Solve the equation: 

 

equation

 

given that its roots are in G.P.

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Question:

 Find the largest subset of R on which the function :f R → R defined as:

 

equation

 

is continuous.

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Question:

 If y=em sin -1 X, then show that equation. Hence using Leibnitz’s formula, find the value of equation.

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Question:

 Find the condition for the curves,  ax2 by2 =1 and a x2 + b y = 1 intersecting orthogonally.

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Question:

 Find the length of the cycloid x = α(θ −sinθ),y = α 1( − cosθ) and show that the line  θ = 2π/3 divides it in the ratio 1 : 3.

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Question:

Trace the curve y2 (x+1) = x2 (3-x) clearly stating all the properties used for tracing it.

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Question:

If the revenue function is given by equation being the input, find the maximum revenue. Also find the revenue function R, if the initial revenue is 0.

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Question:

Find the area between the curve y2(4-x) = xand its asymptote parallel to y-axis.

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Question:

Find all the roots of f(x) = 0.

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Question:

Find the value of αfor which f is continuous at x = − .3

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Question:

 Let f and g be two functions defined on R by:

 

equation

 

equation

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Question:

For any two sets S and T, show that:

 

S∪T = (S − T ) ∪ ( S ∩ T) ∪ (T − S).

 

Depict this situation in the Venn diagram.

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Question:

 Evaluate:

 

equation

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Question:

 Find the least value of a² sec² x + b² cosec²x, where a > 0,b>0.

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Question:

Express  equation  as a sum of partial fractions.

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Question:

If z-1+2i|= 4, show that the point z+ i describes a circle. Also draw this circle.

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Question:

The set R of real numbers with the usual addition (+) and usual multiplication (.) is given. Define () on R as:

 

equation

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Question:

 Find the domain of the function f given by f(x) = equation

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Question:

 Which of the following statements are true or false? Give reasons for your answer in the form of a short proof or a counter-example, whichever is appropriate.

 

a) The set  {S ∈R :x2 - 3x + 2  = 0}is an infinite set.

 

b) The greatest interger function is continuous on R.

 

c)  equation

 

d) Every integrable function is monotonic.

 

e) a⊕b = a + b defines a binary operation on Q, the set of rational numbers.

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Question:

 निम्नलिखित में से 12 दिए गए शीर्षकों में से किसी भी 10 शीर्षकों का वर्गीकरण ड्यूई दशमलव वर्गीकरण (19वें संस्करण) का उपयोग करके कीजिए।

1. कानूनी पुस्तकालय

2. बौद्ध दर्शन

3 जैन धर्म की पवित्र पुस्तकें

4. पुस्तकालय और सूचना विज्ञान का अध्ययन और शिक्षण

5. दिल्ली में राजनीतिक स्थिति

6. अमेरिका और भारत के बीच विदेशी संबंध

7. डेलनेट (भारत)

8. भारतीय पुस्तकालय संघ, नई दिल्ली

9. पंजाब लोगों की मेहमान नवाजो

10. मैकेनिकल इंजीनियरिंग का शब्दकोश

 

11. मानव रोग

 

12. हिंदी लघु कथाएँ


 

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