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Arithmetic Reasoning ASVAB Practice Test, Part 2 Source:  https://asvabpracticetestonline.com Question 1.  If ratio of men to women in a city of 54,000 people is 3:1, how many women are there in the city? A. 13,500 B. 18,000 C. 12,000 D. 15,000 Solution: 54,000 divided by 4 equals 13,500 . Question 2.  Trey drives an average of 36 miles per day.  How many days will it take him to drive 3,240 miles? A. 90 B. 63 C. 78 D. 82 Solution: 3,240 divided by 36 equals 90 . Question 3.  Bruce needs a length of pipe to connect the sink to the drainage system. The total piping cannot exceed 6 feet. Two point four feet of piping already exists, so how much piping does Bruce need? A. 2.4 B. 4.4 C. 3.6 D. 4.6 Solution: 6 minus 2.4 equals 3.6 . Question 4.  If Marcy chews an average of 32 sticks of gum per month, how many months will it take her to chew 2,400 sticks of gum? A. 80 B. 70 C. 85 D. 75 Solution: 2,400 divided by 32 equals 75 . Question 5.  Rachel’s phone c

General Science ASVAB Practice Test, Part 1 Source:  https://asvabpracticetestonline.com Question 1. Which is not a primary color of light using the traditional painter's color model? A. Blue B. Red C. Orange D. Yellow Question 2. Which is not part of the human eye? A. Sclera B. Retina C. Incus D. Optic Nerve Question 3. Kinetic energy of an object is the energy it possess due to its _________. A. Size B. Volume C. Motion D. Weight Question 4. What is the chemical abbreviation for salt? A. NaCl B. SoCl C. SCl D. H2O Question 5. The Earth is the ________ planet from the Sun. A. Third B. Second C. Fourth D. Fifth Question 6. Which of these planets in our solar system is closest to the sun? A. Earth B. Mars C. Saturn D. Venus Question 7. At what temperature Celsius does water boil? A. 212 degrees B. 272 degrees C. 1000 degrees D. 100 degrees Question 8. What is the world's largest fish? A. S

Plane Geometry Informal Statements: (1) The sum of the three angles of a triangle is equal to one straight angle. (2) Two straight lines can intersect at only one point. (3) A line can be divided into two equal parts by only one point. (4) A given angle can be divided into two equal parts by only one line. (5) All straight angles are equal. (6) All right angles are equal. (7) Only one perpendicular can be drawn to a line at a point in the line. (8) Complements of equal angles or of the same angles are equal. (9) Supplements of equal angles or of the same angle are equal. (10) The sum of all the angles about a point on one side of a straight line through the point is a straight angle. (11) The sum of all the angles about a point is equal to 360 degrees. (12) If the sum of two adjacent angles equals a straight angle, their exterior sides form one straight line. (13) When two straight lines intersect, the vertical angles formed are equal. (14) The sum of two sides of a

Plane Geometry Postulates in Geometry: (1) Through two given points one and only one straight line can be drawn. (2) A straight line is the shortest line that can be drawn two points. (3) A straight line may be extended indefinitely or it may be limited at any point. (4) A circle or part of one may be drawn about any point as the center and with any given radius. (5) A geometric figure may be freely moved in space without any change in form or size. (6 - Parallel Postulate) Through a given point one and only one straight line can be drawn parallel to a given line. (6.1 - Parallel Postulate Corollary) If two straight lines are parallel to a third straight line, they are parallel to each other.

Plane Geometry Principles in Geometry (1) A straight line is the shortest line between two points. (2) Only one straight line can be drawn between two points. (3) Two straight lines intersect at only one point. (4) Quantities (Lines) equal to the same quantity (line) are equal to each other. (5) The whole is equal to the sum of all its parts. (6) The whole is greater than any of its parts. (7) If equals are added to equals, then the sums are equal. (8) If equals are subtracted from equals then the remainders are equal. (9) Doubles of equals are equal. (10) Halves of equals are equal. (11) If the first of three quantities is greater than the second, and the second is greater than the third, then the first is greater than the third. (12) All straight lines are equal.

Plane Geometry Basic Axioms in Mathematics (1) Quantities that are equal to the same quantity or to equal quantities are equal to each other. (2 - Addition Axiom) If equals are added to equals, the sums are equal. (3 - Subtraction Axiom) If equals are subtracted from equals, the remainders are equal. (4 - Multiplication Axiom) Doubles of equals are equal. In general, if equals are multiplied by equals, the products are equal. (5 - Divison Axiom) Halves of equals are equal. In general, if equals are divided by equals, the quotients are equal. The divisor must not be zero. (6) The whole is equal to the sum of all its parts. (7) The whole is greater than any of its parts. (8 - Substitution Axiom) A quantity may be substituted for its equal in any process. (9) If the first of three quantities is greater than the second quantity, and the second is greater than the third, then the first is greater than the third. (10) If equals are added to, or subtracted from, unequal, the re