Digital SAT Math Problems and Solutions (Part


Problem 1 :

f(x) = |59 – 2x|


The function
f is defined by the given equation. For which of the following values of k does f(k) = 3k?

Solution :

Problem 2 :

Which of the
following is true about the values of 2x
and 2x + 2 for x > 0?

A)  For all x > 0, it is true that  2x
< 2x + 2.

B)  For all x > 0, it is true that  2x
> 2x + 2.

C)  There is a
constant c such that if 0 < x <
c, then 2x < 2x + 2, 
but if x > c, then 2x > 2x + 2.

D)  There is a constant c such that if 0 < x < c, then 2x > 2x + 2, but if x > c, then 2x < 2x + 2.

Solution :

Problem 3 :

In the figure above, the
measures of all five line segments are equal. What is the ratio of the length
of LK to the length of JM (not shown)?

Digital SAT Math Problems and Solutions (Part

Solution :

Problem 4 :

2x2 + 2y2 + cx + cy – 504 = 0

The given equation is
a circle with radius 18 units. If c
is a positive constant, what is the value of c?

Solution :

Problem 5 :

At a kitchen equipment store, the price of a pot is
$14 and the price of a pan is $10. If Amy spends more than $100 but less than
$150 to buy 3 pots and x pans, which
of the following is NOT a possible value of x?

A)  6

B)  8

C)  10

D)  12

Solution :

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