Maths Practice Question and Answer
8 Q: Panu, Jiban and Jalil can complete a certain task individually in 30, 20 and 60 days, respectively. Jiban started work on the task and Panu and Jalil agreed to help Jiban on every third day. How many days will it take to complete the task?
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60865db491a9f43a97be3d1e- 113false
- 212false
- 314false
- 415true
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Answer : 4. "15"
Q: Three numbers are such that if the average of any two of them is added to the third number, the sums obtained are 168, 174 and 180 respectively. What is the average of the original three numbers?
1325 06007ec271187ab386914a740
6007ec271187ab386914a740- 184false
- 287true
- 389false
- 486false
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Answer : 2. "87"
Q: A corner of a cube of side length 8 m. When cut by a plane which bisects the sides of the cube, we get a pyramid whose volume is :
1325 1600a99fa7cf1e8512ed397f5
600a99fa7cf1e8512ed397f5- 18.37 m3false
- 210.67 m3true
- 311.20 m3false
- 49.68 m3false
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Answer : 2. "10.67 m3 "
Q: If (x + k ) is the common factor of x2 + ax + b and x2 + cx + d , then what is k equal to ?
1325 060112f43178b94051cea1156
60112f43178b94051cea1156- 1$$ {(d-b)\over {(c-a)}}$$true
- 2$$ {(d-b)\over {(a-c)}}$$false
- 3$$ {(d+b)\over {(c+a)}}$$false
- 4$$ {(d-b)\over {(c+a)}}$$false
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Answer : 1. "$$ {(d-b)\over {(c-a)}}$$"
Q: If AD, BE and CF are medians of ∆ABC, then which one of the following statements is correct?
1325 05efeb7539bfe193cd14ba741
5efeb7539bfe193cd14ba741- 1AD + BE + CF = AB + BC + CAfalse
- 2AD + BE + CF = √2 ( AB + BC + CA )false
- 3( AD + BE + CF ) < AB + BC + CAtrue
- 4AD + BE + CF > AB + BC + CAfalse
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Answer : 3. "( AD + BE + CF ) < AB + BC + CA "
Q: In ∆ABC, ∠B is a right angle, AC = 6cm, and D is the mid-point of AC. The length of BD is:
1324 060990c19393588082f54d82a
60990c19393588082f54d82a- 14 cmfalse
- 2√6 cmfalse
- 33 cmtrue
- 4None of thesefalse
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Answer : 3. "3 cm"
Q: If the number x3339 is divisible by 11, what is the face value of x?
1324 06086630391a9f43a97be4fcf
6086630391a9f43a97be4fcf- 12false
- 24false
- 35true
- 43false
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Answer : 3. "5"
Q: $$\sqrt{x}÷ \sqrt{144} = 0.02, $$ then the value of x is
1324 05ee0bc890cb2490dae76c449
5ee0bc890cb2490dae76c449- 11.64false
- 22.64false
- 31.764false
- 40.0576true
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