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run through exercise 8 class 7th wow maths
Let a1,a2,a3,... be an A.P. with a6=2.Then the common difference of this A.P.which maximizes
if the tangents on ellipse 4x²+y²=8 at the points (1,2) and (a,b) are perpendicular to each other
the shortest distance between the line y= x and the curve y² = x-2
miscellaneous exercise 7 class 12th
exercise 9.1 class 8th maths weaves
exercise 11.3 class 8th maths weaves
exercise 11.2 class 8th maths weaves book
exercise 11.1 class 8th maths weaves
exercise 7.2 class 8th wow maths question number 7
APPROXIMATION AND ERRORS CLASS 12 |APPLICATION OF DERIVATIVES |
ABCD is a trapezium such that AB and CD are || and BC⊥CD. If ∠ADB=θ,BC=p and CD=q, then AB is equals
Integrate Root sin(x-a)/sin(x+a) | Integrate sin(x-a)/sin(x+a) ^1/2 |
RD Sharma Class 11th Ex 5.1 Solutions| From Q.1 to Q.7| Chapter 5 (Trigonometric function) |
Integral of sin inverse root (x/x+a)
prove that a³ + b³+ c³ - 3abc = ( a + b + c)( a² + b² + c ² - ab - bc - ca )
