ISEE Lower Level – Example Problems and Solutions

Listed under are a pair examples of factors you would possibly even see on the Decrease Stage ISEE together with their decisions.

VERBAL

IMPOVERISHED
(A) miniature
(B) poor
(C) extremely efficient
(D) formidable

This synonym draw back asks school school college students to find out which reply totally different most rigorously means the an equivalent difficulty because of the given phrase. Such a draw back is primarily a confirm of vocabulary.

If a pupil is acutely aware of the definition of impoverished, then the issue is pretty easy. Impoverished means poor, which is reply totally different (B). Nonetheless, if the coed doesn’t know the definition, then the issue turns into fairly additional sturdy. We’re going to see that the phrase impoverished consists of “pover,” which appears a whole lot equivalent to the phrase “poverty.” Lo and behold — each phrases stem from the Latin phrase “pauper,” which suggests poor (the English phrase “pauper” means one who’s poor). Understanding the definition of the phrase poverty (and even pauper, presumably) may also help in determining the that means of the phrase “impoverished.” “Im-” is a prefix which means the an equivalent difficulty as “in-“, which suggests “in.” Subsequently, “impoverished” shall be considered “contained in the state of poverty.”

MATH

Emily has $100.00. Emily buys as many books as she’s going to be able to at $7.00 every. How fairly a bit cash does Emily have left after she buys the books?

This query is a rephrased division draw back and shall be translated into, “what’s the the rest when Emily divides $7 into $100?” How do everybody is aware of this? The vital factor phrase on this draw back is “every.” Everybody is aware of that every e-book prices $7.00, so if we purchase three books, we multiply $7.00 by three to look out the entire price; if we purchase 4 books, we multiply $7.00 by 4 to look out the entire price; and so forth. Emily has a restrict of $100.00, so we’ve now to search out what quantity we multiply $7.00 by to have the power to get to $100.00. In a number of phrases,

$7.00 occasions what variety of books equals $100.00?
7x = 100 (x is a variable representing the variety of books)

With the intention to resolve this algebra equation, we divide all sides by 7 to isolate the variable, and we see that

x = 100/7

When 100 is lower up by 7, the quotient is 14, and the rest is 2. Subsequently, Emily will spend $98.00 ($7.00 occasions 14) and have $2.00 left after she buys the books.



Source by Andrew Thatcher

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