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Online Tests
Statistics Ics Part 2 Online Test MCQs With Answers
Question # 1
A statement about the value of a population parameter is called:
Choose an answer
Null hypothesis
Alternative hypothesis
Simple hypothesis
Composite hypothesis
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Question # 2
CD-ROM is a type of
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hard disk
soft disk
floppy disk
optical disk
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Question # 3
For a least squares linear trend Y = a + bX
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ΣY = ΣY
ΣY = 0
ΣY > ΣY
None of them
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Question # 4
The ___________ allow you to type information into the computer.
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Mouse
Scanner
Printer
Keyboard
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Question # 5
The graph of time series is called:
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Histogram
Historigram
Straight line
Ogive
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Question # 6
Points of inflexion of normal curve are at
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μ and σ
x=μ-σ and x=μ+σ
μ and 2σ
μ = o
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Question # 7
A characteristic which varies in quality form one individual to another is called
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variable
constant
attribute
none of these
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Question # 8
A quantitative statement about a population is called:
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Research hypothesis
Composite hypothesis
Simple hypothesis
Statistical hypothesis
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Question # 9
A hypothesis that specifies all the value of parameter is called:
Choose an answer
Statistical hypothesis
Simple hypothesis
Composite hypothesis
None of these
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Question # 10
The sum of deviations=Σ(y-ŷ) =
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0
1
10
-1
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Question # 11
A single value used to estimate a population value is called:
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Interval estimate
Point estimate
Confidence interval
Level of confidence
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Question # 12
One byte equal:
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4 bits
6 bits
8 bits
12 bits
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Question # 13
Choose an answer
b
yx
b
xy
S
p
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Question # 14
Joystick is an example of:
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Input devices
Output devices
Processing devices
Storage devices
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Question # 15
The systematic components of time series which follow regular pattern of variations are called:
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Noise
Signal
Additive model
Multiplicative model
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Question # 16
The Level of ------------- of test is the maximum probability with which we are willing to a risk of type -I error
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correction
error
significance
statistics
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Question # 17
ŷ=a+bx, this line will be called least squares line if it makes=Σ(y-a-bx)2
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maximum
constant
minimum
variable
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Question # 18
A range of values within which the population parameter is expected:
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Confidence interval
Confidence coefficient
Confidence limits
Level of significance
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