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find I= ∫_(1/2) ^1 arctan((√(1−x^2 )) dx . |
find Σ_(n=0) ^∞ (x^n /(3n+2)) for ∣x∣<1 then find Σ_(n=0) ^∞ (((−1)^n )/((3n+2)2^n )) . |
find the elements of the ellipse given the following equation 1.(x^2 /(25))+(y^2 /4)=1 2.x^2 +9y^2 =9 |
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32^(32^(32) ) /7...find remainder |
i^(i ) what is iota to power iota |
How many arrangements are there of 4 letters chosen from the word COMMUNICATION |
Prove the convergence of each of the following sequence (i) {((n − 1)/n)}_(n = 1) ^∞ (ii) {(1/(2)^(1/n) )}_(n = 1) ^∞ (iii) {((n + 1)/n)}_(n = 1) ^∞ |
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plz is there any app for medical forum just like this one |
A man moves 20m North , then 12m East and finally 15m South.His displacement from the starting point is now (a) 13m (b) 27m (c) 47m (d) 23m |
(2x−3x^3 )y^((2)) +4y^((1)) +6xy=0 this equation has an answer in the form of several sentences. get the public answer. |
An electric pump with efficiency of 70% raises water to a height of 15m . If water is delivered at the rate of 350 dm^3 per minute. (i) what is the power rating of the pump ? (mass of 1 dm^3 = 1 kg) (ii) what is the energy lost by the pump ? (g = 10 m/s^2 ) (Answer: 1250W. 22.5 KJ) |
3x−4y=12, xy=2 |
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A body moves in a circular orbit of radius 4R round the earth. Express the acceleration of the free fall due to gravity of the body in terms of g R = radius if the earth g = acceleration due to gravity |
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prove that L(1)(s)= (1/s) and L(t^n )(s)= ((n!)/s^(n+1) ) .L means laplace transform. |
Pg 114 Pg 115 Pg 116 Pg 117 Pg 118 Pg 119 Pg 120 Pg 121 Pg 122 Pg 123 |