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GMAT PREP 2024 QUESTIONS AND CORRECT VERIFIED ANSWERS LATEST UPLOAD 2024/2025 BEST EXAM RATED TO SCORE A+ FOR SUCCESS $22.49   Add to cart

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GMAT PREP 2024 QUESTIONS AND CORRECT VERIFIED ANSWERS LATEST UPLOAD 2024/2025 BEST EXAM RATED TO SCORE A+ FOR SUCCESS

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GMAT PREP 2024 QUESTIONS AND CORRECT VERIFIED ANSWERS LATEST UPLOAD 2024/2025 BEST EXAM RATED TO SCORE A+ FOR SUCCESS

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  • September 9, 2024
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  • Questions & answers
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  • GMAT PREP 2024
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GMAT PREP 2024 QUESTIONS AND CORRECT VERIFIED
ANSWERS LATEST UPLOAD 2024/2025 BEST EXAM
RATED TO SCORE A+ FOR SUCCESS
What does increasing the numerator and denominator of a positive fraction do? (i.e., 1/2 to
2/3) - CORRECT ANSWERS It brings the fraction closer to 1


What does decreasing the numerator and denominator of a positive fraction do? (i.e. 2/3 to
1/2) - CORRECT ANSWERS It moves the fraction further from 1


When multiplying two decimals together, how many decimals with the product have? -
CORRECT ANSWERS The number of decimal places in the product will equal the sum of the
decimal spots in the two factors that are multiplied together


How can you convert a repeating decial into a fraction? - CORRECT ANSWERS Multiply it by
a power of 10 with the same number of zeroes as there are decimal places and then
subtract x and solve (e.g. 0.33 repeating -> x = 0.33 -> 100x = 33.33 -> 100x - x = 33.33 - 0.33
-> 99x = 33 -> x = 1/3)


What is a terminating decimal? - CORRECT ANSWERS A decimal that ends (i.e., 12.5)


What is a non-terminating decimal? - CORRECT ANSWERS A decimal that doesn't end (i.e,
3.14.....)


How can you tell if a fraction will convert to a terminating or non-terminating decimal? -
CORRECT ANSWERS Any fraction whose denominator only contains prime factors of '2' and
'5' WILL terminate (i.e., 3/10, 21/50, 7/100). Any fraction whose denominator contains a
prime factor other than '2' or '5' WILL NOT terminate (i.e., 3/14, 9/35, 20/99)


How can you determine how many 0's there will be to the left of a decimal point? -
CORRECT ANSWERS Count the number of '10s' (i.e., 2,000 * 70 has 4 zeroes). In more
complex cases, you have to count the number of '2s' and '5s' because those are prime
factors (i.e., k = 2^7 * 5^4 will have 4 zeroes)


What happens when you multiply a proper fraction? - CORRECT ANSWERS It gets smaller


What happens when you divide a proper fraction? - CORRECT ANSWERS It gets bigger

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