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$An expression given as continued fraction e.g. 1 by 1 + 1 by 1 + 1 by........ = 28/17 find x$

Find the least value of (x + 2) (x + 3) (x + 4) (x + 5)

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SSCSelector

Find the least value of (x + 2) (x + 3) (x + 4) (x + 5)

Find the least value of the expression (x + 6) (x + 8)

Property of Triangle: Basic Proportionality Theorem

Interesting question of Indices: Solve 2^22 x 3^33

Dice: Number on opposite face of a dice : Visual Reasoning Question

Dice: Visual Reasoning Question: Aptitude Question

Isosceles triangle: Isosceles properties and Exterior angle Properties in a triangle.

Geometry: Area of circle and Area of sector.

Interesting Puzzle: Make 1000 using Eight 8's

Chords Intersecting: Two chords when extended intersect outside the circle as shown in the figure.

Clock Formula: Formula for calculating the value

Shortcut Formula: A square inside a right angled triangle: Find its area.

Remainder Formula: Converting the numerator to the nearest denominator

Logical Reasoning: An interesting coded multiplication - ABCDE x 4 = EDCBA

Theorem of the circle: PA x PB = PC x PD

Direct formula: 2r^2 = a^2 + b^2 + c^2, useful in Mathematics Olympiad

Formula: Circumcircle, Incircle and Ex-circle and their radii.

Laws of Logarithm: Concept Explained with examples

Vedic Multiplication: Find the product of 42 x 48 in 3 seconds. A superfast trick.

Faster Multiplication: find 98 x 95 in 3 sec

Algebra Shortcut: Sqrt(x - 3) + Sqrt (x + 4) = x - 5

Algebra: Square root of irrational Number: Shortcut approach

Fermat's Little Theorem: Find the Remainder.

Side of a square: Out of Box approach!!!!!!!

Area of shaded region: A semicircle and a quadrant inside a square.

Tangent Secant Theorem: PT^2 = PA x PB

Direct Formula: Find the radius of the smallest circle in the figure.

Direct Formula: Maths Shortcut: Three parallel lines and the value of middle line.

A rectangle and 4 triangles in the rectangle. Find the area of golden triangle.

A chord and perpendicular on diameter: Radius of Golden semicircle.

Permutation and Combination: Minimum Number of socks to be taken out.

Ensure a pair of blue socks, minimum number of socks to be taken out.

Factorial: Number System: Number of 0's in the product 5^5 x 10^10 x 15^15 x ..........100^100

The difference between simple interest and compound interest

There is a toy in the form of a hemisphere surmounted by a cone.

A smaller circle and a quadrant:

Find the length of Line joining the mid points of diagonals of a trapezium

Euler's Theorem: Find the remainder when 6^99 is divided by 25

Find the remainder when 6^83 + 8^83 is divided by 49

Remainder: What is the remainder when 3^60 is divided by 385?

Remainder: Find the remainder when 35^36^37 is divided by 11

Find x if x^2 - x^3 = 36

A circle is inscribed inside a square. There is a small rectangle at the corner of square.

In triangle ABC, angle B = 60 and angle C = 45. AB = 2 cm. find the radius of incircle.

Geometry: Parallel Chords: AB and CD are parallel chords of a circle. Radius of the circle is 5 cm.

Geometry: In triangle ABC, DE || BC. AD = 2 and DB = 3, DE = 4, find the value of BC.

There are two circles with radius 2 cm each. Each passes through the centre of the other circle.

In the given triangle ABC, AD = BD = BC, angle ACB = 70. Find the value of angle ABC.

AB and CD are equal chords and OE and OF are distance of these chords from the centre.

AB and AC are tangents to the circle. BDC is an angle subtended by the arc BC. find the value of X.

There is a circle subtending right angle at the centre. Can you find the value of angle X.

Coordinate Geometry - Distance between 2 points and mid point of a line joining these points.

ABC is an octant of a circle. A rectangle of sides 6cm x 2 cm is drawn as shown.

Angle Bisector: Length of angle bisector AD in the triangle ABC.

My Formula. There is a regular Hexagon with two circles touching the sides.

Given that AB = 8, AC = 11. A line AD is drawn from A to BC such that BD = 6 and CD = 9.

In a rectangle ABCD, the ratio of areas of triangle ABP, triangle AQC and trapezium AQCD is 1:2:4.

Angles in the same arc: In a quadrilateral ABCD, angle BAD = 70, angle ABD = 50, angle ACD = 50

Simple but Interesting question: Count the number of squres and Rectangles in the grid

if f(x+2) = f(x) + f(x + 1), f(11) = 91 and f(15) = 617 then find the value of f(10)

if f(x) + f(1- x) = 4 then find the value of f(1/30) + f(2/30) + ..........f(29/30)

Find the minimum value of 1/y + 9y in 5 seconds

If a, b, and g are the roots of the equation x3 – 4x2 + 3x + 5 = 0, find (a + 1)(b + 1)(g + 1)

Find the remainder when 3^45 is divided by 15

A shopkeeper professes to sell at Cost price but gains 10% by using a false weight.

Interesting Number Patterns of squares of numbers

Simple and interesting question of Logarithm

Which one is greater 200^199 or 199^200

Region inside an incircle

The diagram has 5 circles which are touching each other (4 at a time or 3 at a time)

Three perpendicular bisectors are given from a point inside a triangle.

Square inside a quadrant @sscselector

Three Equal Arcs in a Quadrant

Quiz 1 - Quiz of Mathematics @sscselector The largest two digit prime number?????

A hexagon with all the sides equal and the sides are 1, 2, 3, 4, 5 and 6 in some order.

A Tangent A Secant and a Chord

Area of quadrilateral when four sides are given and two sides are at right angle.