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Q #51
:

SSC Quants Question


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Simplify the expression 7log5 p + ?3 /2 log5 q – ½ log5 2r
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7logp+((3)^(1/2))/2logq-(1/2)log2r =logp^(7)+logq^((3^(1/2))/2)-log2r^(1/2) =log((p^(7)*q^((3^(1/2))/2))/(2r^(1/2))

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Q #52
:

SSC Quants Question


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In an examination involving quantitative aptitude and logical reasoning, 65% examinees cleared quantitative aptitude test while 70% cleared logical reasoning test. If 50% examinees passed both the tests, then how many failed in both tests?
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No of students who passed in atleast one subject: AUB=65+70-50=85 If total students are 100 .no of students who failed in both subjects = total students-students who passed in atleast one subjective. 100-85=15

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Q #53
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SSC Quants Question


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A bag contains 5 oranges, 4 bananas, a apples. Rohit wants to eat a banana or an apple. He draws a fruit from the bag randomly. What is the probability that he will get a fruit of his choice?
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Total fruits are 12. Chances to select banana or apple is: 4+3=7 Probability =7/12 So option (b) is correct.

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Q #54
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SSC Quants Question


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What is the difference between the LCM and HCF of the numbers 20, 30 and 40?
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LCM (20,30, 40) = 120 and HCF of (20, 30, 40) = 10 Hence Difference of LCM and HCF = 120 – 10 = 110

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Q #55
:

SSC Quants Question


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In a class of 50 students, the average age of girls is 12.3 years and that of boys is 12.5yearas. if the average age of the class is 12.42years, then the number of boys and girls respectively in the class are:
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Apply Allegation Rule :

Average Age of girl 12.3 Average Age of Boys 12.5

Average age of class 12.42

We get ratio between boys and girls - 1 : 1

Total no. of students is 50 i.e 25:25



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