SAT Subject Test Mathematics Level 1
40 . Figure 11 Figure 11 shows an equilateral triangle with two of its vertices on sides of a square and its ...
III. If x is not a member of set S, then x is a member of set T. (A) I only (B) II only (C) III only (D) I ...
43 . If P is a point on the line y = 2x in the first quadrant, and the distance from the origin to ...
45 . On a number line, the coordinate of point A is 0, and the coordinate of point B is 6. If point P ...
(B) k ≥ 8 (C) k ≥ 4 (D) k ≤ –8 (E) k ≥ –8 48 . For what values of x is x^2 + 6 < 5x? ...
per share. If the average gain for the next four days is by how much should the price of the stock incr ...
Answer Key PRACTICE TEST 2 1 . D 2 . A 3 . B 4 . E 5 . C 6 . A 7 . A 8 . C 9 . A 10 . ...
23 . D 24 . E 25 . B 26 . B 27 . E 28 . D 29 . B 30 . D 31 . C 32 . C 33 . D 34 . E 35 . ...
Answers and Explanations PRACTICE TEST 2 1 . D For a to be as large as possible, make b as small as ...
Solve for x: 5 . C The angle marked 130° is an exterior angle and is equal to the sum of the remote interi ...
8 . C The right side of this equation is the reciprocal of the reciprocal of x–^3 : 9 . A To make a ...
an odd number to, the result will be odd. (E) can never be odd because if an even divided by an odd gave y ...
14 . D Angles x and y are supplementary, so if x + y = 180 and x = 2 y, then x = 120 and y = ...
Line EO has the greatest slope. 18 . D If f(x) equals both 5x – x^2 and 6 for some particular va ...
Now that you know that one side of the big square is you know that the area of the big square is 21 ...
Then it drops 8 meters and rebounds of that, or 6.4 meters, and continuing this way you get this: The sum of ...
If a varies directly as b, then a is equal to some constant times b: Now plug in b = 10 and k ...
A circle, however, has infinitely many. Any fold through the center of the circle is a line of symmetry: 25 ...
Choice (B) matches one of these. 26 . B The graph of |f(x)| is the same as the graph of f(x) except that ...
satisfy that inequality, a point must be on or above the line y = 2x + 3. So we can eliminate B, C ...
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