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Let, the number of participants who choose to organize a Science Fair be '6x'. Therefore, the number of participants who choose to organize a Talent Show is = (11/6) × 6x = '11x'. Let, the number of participants who were initially undecided is '15y'. ATQ, The number of undecided participants who decided to organize a Science Fair = (7/15) × 15y = '7y' And, number of undecided participants who decided to organize Talent Show = 15y - 7y = '8y' Total number of participants who choose to organize a Science Fair = (6x + 7y) Total number of participants who choose to organize a Talent Show = (11x + 8y) ATQ; (6x + 7y)/(11x + 8y) = 13/19 Or,(19 × (6x+7y)) = 13 × (11x + 8y) Or,114x + 133y = 143x + 104y Or,143x-114x = 133y-104y Or,29x = 29y x = y So, the number of participants who were initially undecided= 15y = 15x So, total number of participants = 6x + 11x + 15x = 32x = 800 Or, x = 800/32 x = 25 Therefore, the number of participants who were initially undecided is = 15x = 15 × 25 = 375
Find the odd one out from the following options.
Select the one which is different from other three alternatives.
Out of the given options, three are similar in a certain manner. However, one option is NOT like the other three. Select the option which is different ...
In the following question, select the odd one from the given alternatives.
In the following question, select the odd letter/letters from the given alternatives.
Pick the odd one out:
Find the odd set of numbers from the given alternatives?
Four letter-clusters have been given out of which three are alike in some manner and one is different. Select the one that is different.
Select the option in which the numbers are related in the same way as are the numbers of the following sets.
(13, 11, 52)
(9, 27, 76)
Odd one out