You will find questions based on a variety of polygons being solved on the basis of properties of triangles. In this particular post, I will try to cover some of the most relevant tips and tricks when it comes to triangles.
There are 13 spherical balls, each of radius 3sqrt2 units. Nine of the balls are arranged in a square in a 3x3 square formation. The remaining four are placed in a second layer over the four depressions which are formed. Find the height of the smallest cuboid that can enclose these balls.
Three articles are sold at the profit of 20%, 25% and 40% and the net
profit comes out to be 30%. Had the article sold at 25% been sold at 15%
profit and the article sold at 40% been sold at its cost price then the
profit on the sale of three articles would have bee
A table is in the shape of an isosceles triangle having three seats along each of the 3 sides of the triangle. In how many ways can 9 people sit across the table?
The solution says all seats are different but shouldn't the seats along the equal sides be considered same?
Pertin purchased a Swiss army knife for $52 and gave a $100 note to the cashier. The cashier returned the balance $48 in denominations of $1, 2 and 5 only. Pertin received 26 notes in all. What will be the minimum number of $1 notes which Pertin received if the cashier gave him at least one note of each denomination?
a right angled triangle PQR is right angled triangle at Q,with PR= 70 cm . the angle bisector of angle PQR intersects P at X and the median drawn from vertex Q intersects PR at Y. if XY= 5 cm, find the area of triangle PQR?
A sum of money invested in compound interest, compounded anually, becomes Rs. 1,24,000 after
4 years and Rs. 1, 55, 000 after 12 years. The compound interest earned in 24 years as a percentage
of the amount kept at the beginning of the first year is ???