General
General
Easy
Question
What is the meaning of viewpoint ?
- A persons opinion
- A persons point of view
- Both a and b
- It cannot be defined.
The correct answer is: Both a and b
( Answer is c)
Related Questions to study
Maths-
Answer the following questions using the given two-way table.
![](data:image/png;base64,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)
a) How many teachers were surveyed?
b) How many students were surveyed?
C) How many people support year-round school?
d) How many teachers do not support year-round school?
e) How many students do not support year-round school?
f) As a percent to the nearest hundredth (two decimal places) what is the relative frequency of the teachers compared to all those surveyed?
g) As a percent to the nearest hundredth (two decimal places) what is the relative frequency of the students who support year-round school compared to all students?
Answer the following questions using the given two-way table.
![](data:image/png;base64,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)
a) How many teachers were surveyed?
b) How many students were surveyed?
C) How many people support year-round school?
d) How many teachers do not support year-round school?
e) How many students do not support year-round school?
f) As a percent to the nearest hundredth (two decimal places) what is the relative frequency of the teachers compared to all those surveyed?
g) As a percent to the nearest hundredth (two decimal places) what is the relative frequency of the students who support year-round school compared to all students?
Maths-General
General
Fill in the blank with correct form of verb
She ___________her the message yesterday.
Fill in the blank with correct form of verb
She ___________her the message yesterday.
GeneralGeneral
General
What is the synonym for distinguished ?
What is the synonym for distinguished ?
GeneralGeneral
General
Which of the following phrases is a prepositional phrase ?
Which of the following phrases is a prepositional phrase ?
GeneralGeneral
General
What is the meaning of setting up?
What is the meaning of setting up?
GeneralGeneral
General
Fill in the blank with the plural of the word
Several ___________( shelf)
Fill in the blank with the plural of the word
Several ___________( shelf)
GeneralGeneral
General
Which is the best definition of fragment ?
Which is the best definition of fragment ?
GeneralGeneral
General
Identify the type of sentence She loves to eat mangoes, oranges and bananas
Identify the type of sentence She loves to eat mangoes, oranges and bananas
GeneralGeneral
General
Which sentence uses correlative conjunction
Which sentence uses correlative conjunction
GeneralGeneral
Maths-
Convert the simple sentence into complex sentence. Nancy loves to swim.
Convert the simple sentence into complex sentence. Nancy loves to swim.
Maths-General
General
What is he synonym of graphic?
What is he synonym of graphic?
GeneralGeneral
General
What is the synonym of historical?
What is the synonym of historical?
GeneralGeneral
General
Which word is in the past participle form
Which word is in the past participle form
GeneralGeneral
General
What is the synonym of boisterous?
What is the synonym of boisterous?
GeneralGeneral
General
Identify the figure of speech Life is a journey
Identify the figure of speech Life is a journey
GeneralGeneral