Continue with your mobile number
How words are arranged in the final step: Words get arranged alphabetically from the middle. First word is at fifth position and opposite of this word is at sixth position. Next word is at fourth position and opposite of this word is at seventh position and so on. What machine is doing in each step: In the first step, one word is getting arranged from the left side alphabetically and opposite word is getting arranged from the right side. In each of the further steps, same procedure is followed as in the first step and words arranged is the previous step are shifting one place to their right and opposite words are shifting on place to their left alphabetically. INPUT : wrong far near practical happy weeping right laughing sad theoretical Step I: far wrong practical happy weeping right laughing sad theoretical near Step II: happy far wrong practical weeping right laughing theoretical near sad Step III :laughing happy far wrong practical right theoretical near sad weeping. Step IV: practical laughing happy far wrong right near sad weeping. theoretical Step V: right practical laughing happy far near sad weeping. theoretical wrong
The internal bisector of ∆ABC at ∠A cuts BC on D and cuts the circumcircle at E. If DE = 6cm, AC = 8cm and AD = 10 cm, then find the length of AB?
In an obtuse angle triangle PQR, the external angle bisector of angle P intersect the extended part of line RQ at M and the external angle bisector...
If the ratio of side of a ∆ is 3:4:5, and a ┴ from opposite vertex drawn to the biggest sides at D, if the length of biggest side is 10 then find ra...
In the given Figure, Find angle BCD. If AB is a diameter & AB is parallel to CD.
If O is the orthocentre of ΔABC , if∠ BOC = 1050 then what is the measure of ∠ BAC?
In the given figure, ABCD is a square of side 14 cm. E and F are mid points of sides AB and DC respectively. EPF is a semicircle whose diameter is EF. L...
The dimensions of a luggage box are 70 cm, 50 cm, and 30 cm. How many sq. cm of cloth is required to cover the box?
If the area of a regular hexagon is 384√3 cm2, then find the perimeter of the same hexagon.