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a wire of lenght 20m is bent so as to form a circular sector of maximum area. find the radius of the circular sector and the maximum area ...
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What are the rules for unique, infinte solutins in matrices and determinants ...
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It is given that : If 'n' things are arranged in a row, no. of ways in which they can be deranged so that none of them occupies their original place is n!\left\{1-\frac{1}{1!}+\frac{1}{2!}-\frac{1}{3!}+...+\frac{(-1)^{n}}{n!} ...
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find no of inegral solutions of [x][y] = x + y ................ and find the lines on which the non integral soln lie ............. ...
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f(x) = log7 log 5 log3 log2 (2x3 + 5x2 - 14x) ...
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EK AUR!!! *Image* TRY Q C) I DONT HAV DA ANS............. *Image* ...
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SHOW THAT IF n≥6 is composite, then n divides (n-1)! . ...
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how to solve a 4 by 4 determinant? co-factrs methd ??? ne better methd ...
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First term = 1 ,common diff = 4,which of the following represents the general term of the AP A) k^2(k+1)^2 + 3 B) k^2(k-1)^2 - 3 C) k^2(k+1)^2 + 2 D) k^2(k-1)^2 + 5 ...
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1. If integers m and n are chosen at random between 1 and 100, then the probability that a number of the form 7m+7n is divisible by 5 is, a.1/4 b.1/7 c.1/8 d.1/49 2. A six faced fair dice is thrown until 1 comes, then probabi ...
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find the max n min no of points, having rational coordinates, which can exist on the circle with centre (0, sqrroot2)? ...
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Q] If A,B,C ,D are 4 points in space satisfying AB.CD=k[/AD/2+/BC/2 - /AC/2-/BD/2] {all in vectors} then the value of "k" is a] 2 b] 1/3 c]1/2 d]1 ...
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From a point P, perpendicular PM and PN are drawn to two straight lines OM and ON. If the area OMPN, be constant, then prove that the locus of point P is a hyperbola. ...
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In an ellipse, the tangent at P meets in T and t, and CY is the pependicular on it from the centre; prove thet 1) Tt.PY = a2 - b2 and 2) the least value of Tt is a+b. ...
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if the centres of n circles are collinear then their radical axes taken two at a time are parallel isn't this statement true..? in the solution its given false.. can someone confirm or give a counter example ...
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Here are some good complex matrix question..........i have 2 more........ *Image* i have alrady solved them.......but plzzzz try them.....maybe u may have shorter approach ...
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if normals are drawn from a ppiont P(h,k)to the parabola y2=4ax.then the sum of intercepts which the normal cut off from the axis of parabola is a)h+a b)2(h+a) c)3(h+a) d)none ...
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theline 4x+3y-4=0 divides the the circumfrence of the circle centered at (5,3)in the ratio of 1:2,the raius of the circle is__________ ...
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how many different dice can be produced with 1-6 written on the six blank faces .. such that no 2 dice are similar .. no number is repeated in a die ! ...
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∫(x2/(xsinx+cosx)2)dx pls give some hints..... ...
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Find all positive integers, representable uniquely as \frac{x^{2}+y}{xy+1} where x and y are positive integers. ...
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Suppose that p is a prime number and is greater than 3 . Prove that 7^{p}-6^{p}-1 is divisible by 43. ...
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The integers a and b have the property that for every nonnegative integer n, the number 2^{n}a+b is the square of an integer. Show that a=0. ...
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this is a new thread in which all types of maths sums can be posted, rules: 1) only 1 question at a time 2) no one start a new question unless the previous one is fully solved by someone and understood by everyone 3) every qu ...
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*Image* wer p=natural no≥2 ,a>0 r>0n b≠0 q1 if l eists a)b>1 b)0<b<1 c)b<0 d)b=1 q2if p=3 n l=1 then a= ...
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ONE MORE QUESTION APPENDED!!!! *Image* ...
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I am making a calculation mistake in this one.....[2][2] Eqn1: cot^{-1}(\frac{y}{\sqrt{1-x^{2}-y^{2}}})=2tan^{-1}\sqrt{\frac{3-4x^{2}}{4x^{2}}}-tan^{-1}\sqrt{\frac{3-4x^{2}}{x^{2}}} Eqn2: sin^{-1}\frac{ax}{c}+sin^{-1}\frac{bx ...
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A rod is divided in 3 parts randomly. The probability that they can form a triangle. It was a subjective(write the answer) and my tukka was correct without the options :P but anyone please with the method. ...