In the figure given below, ABCD is a straight line. Find x.
25
EBD = ABF= 40 x=180-(EBD+BDE+CED) ECD=CED=(180-50)/2=65 x=180-(40+50+65)=25
How can you cut the below shape into exact two parts by adding a single(not necessarily a straight) line?
From the given figure, find the area of the colored regions x+y?
Find the area of the trapezium ABCD as shown in the figure? Given BK=5 BC=12 AF=FD and angle CFK = 90
A 12X16X24 cuboid is filled up with 4608 little cubes of length 1. An ant passes through a straight line, connecting two opposite vertices of the cuboid.
How many little cubes does the ant pass through?
What is the value of x in the figure below?