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*Image* ans is b,c post the solution also......... ...
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The 99th term of the series 2+7+14+23+34+....... is a)9999 b)9998 c)10000 d)none ...
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*Image* ...
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For any acute angled \Delta ABC find the minimum value of \frac{sinA}{A}+\frac{sinB}{B}+\frac{sinC}{C} ...
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A recurrence satisfies a_{n+1} = a_n + \sqrt{a_n+a_{n+1}} a1 =1 Obtain an explicit formula for an i.e. find a function f(n) such that an = f(n) edited: first term provided now, sry. ...
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*Image* ...
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*Image* ans is a,c ...
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*Image* ans c Plz post the soln..... ...
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*Image* ans b post the solution ...
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\int_{0}^{100\pi }{} (sin x)(e^{(\mid cos x\mid + \mid sin x\mid )})(log \mid sin x\mid ) dx is equal to A) 100 B)2 C) 0 D)50 \pi ...
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Number of soln.s of the equation \mid x^{2} - 1\mid = k^{2} + 4k + 1 is 4,then k may belong to A) (-4, - 3.8) B) (-4, - 3.7) C) [-3.9, - 3.8] D) (-4, - 2 - 3 ) ...
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A letter is chosen at random from the word ' FAVOURABLE '. what is the probability that the chosen letter is a vowel ? ...
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sorry deleted the integral ...
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Number of solution(s) of the equation cos^{-1}(e^{x}) + sin^{-1}(kx^{2}-2)=\frac{\pi }{2},k>0, is A)0 B) 1 C) 2 D) infinite ...
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let a 602 digit number 111100111100111100.........................11110013 find the remainder when it is divided by 13 ...
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Q1. The image of the plane x-y+z+6=0 with respect to the plane mirror 4x-2y-6z+14=0 is ax+by+cz+6=0, then the value of cos-1a + cos-1b+ cos-1c is ...
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If A>0 , B>0 and A+B=∩/3 , then the maximum value of tan A tan B is a) 1/6 b)1/3 c)1/2 d)1 ans b) .............solve it ...
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\large \int_{0}^{\Pi /2}{\frac{dx}{9 + 16cos^{2}x}} ...
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If f(x)=\frac{1-x}{1+x} , Then find f2010(x) = here f2010(x) = fofof................2010 times. ...
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Consider the curve \mid y\mid = \mid x 2 - 4 \mid x\mid \mid A) Area bounded by curve is 128/3 sq.units. B) Area bounded by curve is 64/3 sq. units. C) Number of tangents drawn from (8,0) may be 4. D) Number of tangents drawn ...
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(x-4x^3)/x+6≥0 ...
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A and B are two independent witnesses (i.e there is no collusion between them) in a case.The probability that A,B speaks truths are x and y respectively.A and B agree in a certain statement.Find the probability that the state ...
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The set of values possible of θ in [-Π,Π], such that 1-sin θ / 1+sin θ is equal to sec θ- tan θ is a)[0,Π/2] b)[0,Π/2)υ(Π/2,Π] c)[-Π,0] d)(-Π/2, Π/2) ans d ...
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*Image* ...
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If cos4θ.sec2α, 1/2 and sin4θ.cosec2α are in AP, then cosec8θsec6α , 1/2, sin8θ.cosec6α are in a)AP b)GP c)HP d)none ans a) ...
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If a point P moves inside an equilateral triangle of side length 3 unit such that it is nearer to angle bisectors of the triangle than to any of its sides, then what is the area traced by P? ...
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The image of the plane x-y+z+6=0 with respect to the plane mirror 4x-2y-6z+14=0 is ax+by+cz+6=0, then the value of cos-1a+cos-1b+cos-1c is equal to A)pi B)2 pi C)3 pi/2 D) 3 pi ...
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plz solve A(z1) , B(z2) and C(z3) are 3 points lying on the curve |z|= 3 1. If z2z1+ z2z + z3=0 has one root of modulus unity. z1,z2,z3are in: a)AP b)Gp c)HP D)all of the above 2.If z2z1+ z2z + z3=0 and z2z2+ z3z + z1=0 each ...
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Q1 If length of major axis intercepted between tangent and normal at a point (acosθ ,bsinθ ) on the ellipse x2/a2 +y2/b2=1 is equal to semi major axis,prove that eccentricity is (secθ (secθ -1))1/2 i am unable to reach th ...
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1)find the nth term of the sequence *Image* such that *Image* 2)Find the nth term of the sequence *Image* such that *Image* 3)Find the nth term of the sequence *Image* such that *Image* then Calculate *Image* 4)Find the n th ...