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(1/2)⁻³ × (1/4)⁻⁴ × (1/16)⁻¹…

Scott Woodbury-Stewart May 21, 2015
GMAT OFFICIAL GUIDE PS – Solution: We start by using the negative exponent rule. When a fractional base is raised to a negative exponent, we can rewrite the expression …
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If 1/x – 1/(x+1) = 1/(x+4), then x could be…

Jeff Miller May 21, 2015
GMAT OFFICIAL GUIDE PS Solution: We must first eliminate the fractions in the equation 1/x – 1/(x+1) = 1/(x+4). Thus, we will multiply the entire equation by the least …
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In the figure above, if z = 50, then x + y =

Jeff Miller May 21, 2015
GMAT OFFICIAL GUIDE PS Solution: When looking at the diagram, we want to start with the quadrilateral that contains angles z and y. We must remember that any quadrilateral …
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In the rectangular coordinate above, if point R…

Jeff Miller May 21, 2015
GMAT OFFICIAL GUIDE PS Solution: We are given that a triangle is created using the x- and y-axes of the coordinate plane. The vertices of the triangle fall at …
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Last year, for every 100 million vehicles that traveled…

Jeff Miller May 21, 2015
GMAT OFFICIAL GUIDE PS Solution: To solve we will set up a proportion. We know that “100 million vehicles is to 96 accidents as 3 billion vehicles is to …
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If 1 + 1/x = 2 – 2/x, then x =…

Scott Woodbury-Stewart May 21, 2015
GMAT OFFICIAL GUIDE PS Solution: We need to simplify the equation 1 + 1/x = 2 – 2/x. We start by adding 2/x to both sides of the equation. …
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Lois has x dollars more than Jim has, and together they have…

Jeff Miller May 21, 2015
GMAT OFFICIAL GUIDE PS Solution: To solve, we will set up two equations. Let’s start by defining two variables. J = number of dollars Jim has L = number …
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If m⁻¹ = -⅓…

Jeff Miller May 21, 2015
GMAT OFFICIAL GUIDE PS Solution: Since we know that m^-1 = -1/3 and m^-2 = (m^-1)^2, then m^-2 = (-1/3)^2 = 1/9. Answer: D
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