SAT Subject Test Mathematics Level 2

(Marvins-Underground-K-12) #1

15 . A


Solve   the equation     for    x.  Squaring    both    sides,   .  So  x   =   7(2.74^2 ). Using
the calculator, x ≈ 52.55.

16 . E
For any point (u,v), , where r is the distance from (u,v) to the origin. See the
drawing below.


In  this    question,   the distance    r   from    point   (a,b)   to  the origin  is   .  So  
.

17 . C


Use your    calculator  here.

18 . A


Try to  solve   the equation     30 x−5y^12 z−8 =    10 x−6y^5 z^4 for  x   in  terms   of  y   and z.  Dividing    both    sides
by x−6, you have
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