Answer:
Intensive pronoun ( B )
Explanation:
An intensive pronoun is used to emphasize the importance of an antecedent. while an Antecedent is an expression that gives meaning to something that has existed before or precedes another ( also known as a Proform ). An intensive pronoun is used to emphasize on such expression such that it gives the expression a clearer meaning and understanding to the reader of the sentence in which the context is found. Example of such pronoun in a sentence is : Paul missed his flight because he overslept last night. from this sentence he is the intensive pronoun while Paul is the antecedent of he in the sentence.
They did not kill Ajax after he attacked Cassandra.
Answer:
In general B is correct. For example, you would use this if you are asking Mayor Cortez to add a speed limit sign on your street.
If you are writing a social business letter e.g inviting Mayor Cortez to your house for tea, you may use C.
Explanation:
a. need, singular
b. needs, plural
c. needs, singular
d. need, plural
a.the school where my cousin attends
b.where my cousin attends
c.attends is two blocks away
d.two blocks away
Your most reliable answer is B
To decrease an amount by 42%, you multiply by the remainder percentage which is 58%, or as a decimal, 0.58. This principle works no matter the original quantity. If the requirement was to increase a quantity, the formula (1 + percentage) times the original amount is used.
To decrease an amount by 42%, you multiply by the remainder percentage. The percentage left is 100% - 42% = 58%. Expressing this as a decimal factor, we get 0.58. So, to reduce an amount by 42%, you multiply by 0.58. This works for any quantity, whether it's a price, income, etc.
For example, if you have an original quantity of 100, to reduce it by 42%, you would multiply 100 by 0.58 which results in 58. So, a reduction of 42% brings the total down to 58.
Note: This is the basic principle of applying a percentage decrease. If you wanted to increase a quantity by a certain percentage, you would use the formula (1 + percentage) times the original amount.
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Answer:
Even with modern capabilities, famine is still a threat today.