Aptitude Practice Question and Answer
8 Q:In the given question, two equations numbered l and II are given. Solve both the equations and mark the appropriate answer.
I. x2 + 7x + 10 = 0
II. y2 + 5y + 4 = 0
1268 064f1e1243be218b6cde4f055
64f1e1243be218b6cde4f055- 1x > yfalse
- 2x < yfalse
- 3x ≥ yfalse
- 4x ≤ yfalse
- 5x = y or relationship between x and y cannot be established.true
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Answer : 5. "x = y or relationship between x and y cannot be established."
Q: If $$ {(x-2)^{2}+(y-{1\over2})^{2}}=0$$, then the value of $$ {x\over y}$$ is
1268 060068dd144bc07148778a432
60068dd144bc07148778a432- 1$$ {1\over 4}$$false
- 22false
- 31false
- 44true
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Answer : 4. "4"
Q:Directions : In an Institution there are 800 students. Students use different modes of transport for going to the institution and return. The given pie diagram represents the requisite data. Study the diagram carefully and answer the questions.

The number of students who do not use institute bus is
1267 063ac3322e541fa7a013045e0
63ac3322e541fa7a013045e0
- 1330false
- 2350false
- 3480false
- 4320true
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Answer : 4. "320 "
Q: A certain sum of money yields Rs. 1261 as compound interest for 3 years at 5% per annum. The sum is:
1266 0643e762d6d6383d2628e49e9
643e762d6d6383d2628e49e9- 1Rs. 9000false
- 2Rs. 8400false
- 3Rs. 7500false
- 4Rs. 8000true
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Answer : 4. "Rs. 8000"
Q: What is the value of $${cos^2A\over {1+sinA}}$$?
1266 05f3f941f9b782961da39057a
5f3f941f9b782961da39057a- 11+sinAfalse
- 21-sinAtrue
- 31+secAfalse
- 41-secAfalse
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Answer : 2. "1-sinA"
Q: Successive discounts of 10% and 30% are equivalent to a single discount of :
1266 0624d4e4367b2505d7e56c212
624d4e4367b2505d7e56c212- 138%false
- 237%true
- 340%false
- 435%false
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Answer : 2. "37%"
Explanation :

Q: If p = 8.15, q = 9.06 and r = −17.21, then the value of p3+q3+r3-3pqr
1265 064818a57f4063d472f33cc74
64818a57f4063d472f33cc74- 1-5.62false
- 24.75false
- 3-3.81false
- 40true
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Answer : 4. "0 "
Q: The diameters of two circles are 12 cm and 20 cm, respectively and the distance between their centres is 16 cm. Find the number of common tangents to the circles.
1265 064818bbba33e0f47b7758618
64818bbba33e0f47b7758618- 11false
- 22false
- 33true
- 44false
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