SAT Subject Test Mathematics Level 1

(Marvins-Underground-K-12) #1
Choice  (B) matches one of  these.

26 . B
The graph of |f(x)| is the same as the graph of f(x) except that any part
below the x-axis has to be flipped above the x-axis. That’s what choice (B)
shows.


27 . E
Expand both sides and simplify:


Either  x   =   0   or  y   =   0.

28 . D
The right sides of both inequalities are in mx + b form, so it’s easy to find
the slopes and y-intercepts.


In  the first   inequality, the slope   is  2   and the y-intercept is  3.

In  the second  inequality  the slope   is   (the   negative    reciprocal  of  the
other slope, which makes the lines perpendicular) and the y-intercept is
1.

All choices have    the lines   in  the right   places. The difference  is  in  the
shading. The first inequality has a “greater-than-or-equal-to” sign, so to
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