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Test your basic knowledge |
Praxis I Math
Start Test
Study First
Subjects
:
praxis
,
math
Instructions:
Answer 50 questions in 15 minutes.
If you are not ready to take this test, you can
study here
.
Match each statement with the correct term.
Don't refresh. All questions and answers are randomly picked and ordered every time you load a test.
This is a study tool. The 3 wrong answers for each question are randomly chosen from answers to other questions. So, you might find at times the answers obvious, but you will see it re-enforces your understanding as you take the test each time.
1. In the law of proportion if a/b = c/d then (a+b)/ b =
Polygon
Straight line
Subtract substitute
(c+d)/d
2. To calculate a permutation (order does not matter) what is the formula
Subtract substitute
N!/ (n - r)!
0
S^2
3. A triangle whose angles all equal 60 degrees
Bisector
Equiangular
Length number
Supplementary
4. i^2 = _____________
Trapezoid
1/2bh
Reflex
1
5. The graph of y= ax^2 + bx + c is a curve know as a ____________
Parabola
Subtract substitute
Supplementary
Square
6. A triangle with no equal sides
A(bc)
N!/ (n - r)!
Linear substitute
Scalene
7. 2 angles that have their vertices at the endpoints of the same side of a parallelogram are called ____________________
Consecutive angles
Arc
Every
Right
8. When you see f of g replace the x in f(x) with the ___________
Straight line
Secant
A x b x c
G value
9. The associative property of multiplicaiton for every real number a - for every realy number b for every real number c (ab)c = ______
(c+d)/d
Extranous excluded
Trapezoid
A(bc)
10. In the law of proportion if a/b = c/d then ad =
Transitive
Slope
Roots
Bc
11. The segment from the center of the polygon perpendicular to as side of the polygon
Symmetric
Apothem
Point circle does not exist
1/3 pi r^2 h
12. That points of intersection on a triangle are called its _____________
1/2 (d1 + d2)
Radius
Vertices
Rectangle
13. What is the surface area of a right circular cylinder with a radius of r and a height of h
0
Index
2pi r^2 + 2pi rh
Consecutive angles
14. What is the volume of a sphere with a radius r
1/3Bh
Inverse
4/3 pi r^3
Side square root
15. An angle whose measure is 180 degrees
Straight
Hypotenuse
Angle
Hyotenuse
16. Two angles with a common vertex and with sides that are 2 pairs of opposite rays
Equiangular polygon
2pi r^2 + 2pi rh
Vertical
Y
17. What property of equality says that a=a
Inverse
Roots
Length number
Reflexive
18. If you want to convert a fraction to a percentage you need to make it =
x over 100
Median
2pi r^2 + 2pi rh
Reflex
19. Is a polygon that is both equilateral and equangular
Reflexive
Pi(d) 2(pi)r
Rectangle
Regular polygon
20. When solving a system of equation involving quadratics and one is linear and the other is quadratic - solve the _______ first - then substitue the found value into the quadratic and solve for the other unknown
Equiangular polygon
(c - d)/d
Downward
Linear substitute
21. Two or more distinct lines are said to be ____________ if and only if they are coplanar and they do no intersect
1/2bh
Scalene
Factoral
Parallel
22. Is a polygon whose angles are equal in measurement
Supplementary
Parallel
Square
Equiangular polygon
23. The value of y where a point intersects the x axis = __________
Altitude
(4ac - b^2)/4a
0
Ray
24. A parallelogram that has tow adjacent sides that are equal and whose sides are perpendicular to each other
Rhomus
Ab
Line
4pi r^2
25. A series adjacent points that connect
Point circle does not exist
Line
Scalene
Equiangular
26. The _________property of addition says that for every real number a - for every real number b for every real number c (a+b) + c = a + (b+c)
Congruence
Associative
6a^2
Right
27. Log base b to the b = ____________
G value
1
Triangle
(c - d)/d
28. When calculating the number of sides in a polygon make 360 degrees/ n = ______________
Length number
Complimentary
Exterior angle
1/2 (d1 + d2)
29. The absolue value of the difference of the coordinates of any two points on the real number line
Distance
Roots
Positive
Collinear
30. What property of equality ways for each real number a - for each real number b - for each real number c - if a=b and b=c - then a=c
Perpendicular
Transitive
Every
Rectangle
31. An angle whose measure is larger than 90 degrees but less than 180 degrees
Apothem
N!/ (n - r)!
Bisector
Obtuse angle
32. A __________________ is a circle passing through all the vertices of a polygon
Downward
Circumscribed circle
Isosceles
Symmetric
33. What type of trapezoid has its non parallel sides equal
Adjacent
1
Downward
Isosceles
34. A _________ number is a number that can be written in the form of a + bi
Complex
Perpendicular
Straight line
Angle
35. How do you calculate the area of a parallelogram - what is the formula
Bh
Distance between 2 points
Point line
Roots
36. Two angles whose sum totals 180 degrees
Supplementary
Polygon
Right angle
x
37. Is a polygon whose sides are equal in measure
Equilateral polygon
1/2bh
Square
Coplanar
38. What is 4 to the power of 1/2 or 4^1/2
Arc
Distance between 2 points
(4ac - b^2)/4a
2
39. When you find the inverse of a function switch the x value with a ____ - solve for y
Straight line
1
Y
1/3Bh
40. To solve a system of equations you must first make the two equations ___________to each other - then use the discrimant to find if the system has any real roots
Equal
Factor
Reflexive
Square
41. Two angles with a common vertex and a common side but no common interior points
A+b
Adjacent
Scalene
Ab
42. What is the surface area of a sphere with a radius r
Length number
A+b
4pi r^2
Slope
43. When proving 2 polygons are similar - what is the formula you use (hint: n= the number of sides)
Linear substitute
((n -2) (180))/n
Multiply
Parallelogram
44. What are the 2 formulas to calculate the circumference of a circle
Pi(d) 2(pi)r
0
Isosceles
1
45. A triangle with one obtuse angle (angle greater than 90 degrees) is
Obtuse
Vertical
A(bc)
Bh
46. The sum of the interior angles of a triangle = ___________
Point line
Y
180
0
47. In complex numbers the square root of -1 = ______
I
Obtuse angle
A+b
N!/ (n - r)!
48. Two distinct straight lines can intersect at most at only one point
Equilateral polygon
Length number
1/3 pi r^2 h
One
49. When solving a system of equation with 2 quadratic function - first __________ one equation from the other equation to find isolate one variable - solve for that variable - then ______ and solve for the other variable
Distance
Length number
b/2a
Subtract substitute
50. A line that joins the midpoint of two sides of a triangle is called the__________
2
Mildline
N!/(r!(n - r)!)
Commutative