Cracking The SAT Premium

(Marvins-Underground-K-12) #1

  1. A The tallest hill that Adam measures is 55 feet high. Since 1 foot is equivalent to 12 inches,
    simply multiply 55 × 12 = 660 inches, (A).


11. B Triangle  legs    LN  and MN  are opposite    and adjacent,   respectively,   to   y. Therefore,  from
SOHCAHTOA, we need to use the tangent trigonometric function. Plugging in the values
that the question gives us into the equation for tangent, we get tan 40° = . Now, use

your    calculator  to  determine   that    the length  of  MN  most    closely approximates    9.53,   which   is
(B).


  1. D If you represent the wooden skateboards with a w and the composite skateboards with a c,
    you can write two equations based on the information given in the question: 2w + 3c = 650
    and 3w + c = 450. It is possible to isolate one of the variables and solve these two
    equations by substitution, but in this case it is easier simply to stack the equations on top of
    each other and add them together as follows:


Since    the     question    asks    for     the     price   of  five    wooden  skateboards     and     four    composite
skateboards, the answer is (D).


  1. D The question states that the number of employees increases at the same rate per year, so you


can determine   this    numerical   increase    by  subtracting one year’s  total   from    the next    year’s

total.  Subtracting the 2013    total   from    the 2014    total   gives   2,110   –   1,890   =   220.    To  find    the

total   in  2015,   add 220 to  the 2014    total:  2,110   +   220 =   2,330.  The question    also    states  that

the male    percentages continue    to  decrease    at  the same    rate,   which,  based   on  the data    in  the

table,  is  5%  per year.   The percent male    in  2014    was 55%,    so  the percent male    in  2015    will

be  50%.    50% of  2,330   can be  expressed   as   (2330) or  (0.5)(2330) =   1,165,  which   is

(D).


  1. B The formula for determining an average can be expressed by Average = . Plug


the values  provided    into    the equation    as  follows:    11  =    ,  or  11

=    .  Multiply    both    sides   by  7   to  get 77  =   67  +   x.  Subtract    67  from    both    sides   to  get x
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