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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. When you find the inverse of a function switch the x value with a ____ - solve for y
Y
(c+d)/d
Transitive
Side square root
2. An angle whose measure is larger than 90 degrees but less than 180 degrees
Apothem
Addition subtration
Acute
Obtuse angle
3. 2 angles that have their vertices at the endpoints of the same side of a parallelogram are called ____________________
Linear substitute
(c+d)/d
Consecutive angles
4/3 pi r^3
4. A ___________is a figure with the same number of sides as angles
Hyperbola
Plane
Quadratic formula
Polygon
5. The value of y where a point intersects the x axis = __________
0
(c - d)/d
1
Isosceles
6. A triangle whose angles all equal 60 degrees
Ray
A+b
Equiangular
Obtuse
7. A triangle with one obtuse angle (angle greater than 90 degrees) is
Obtuse
Central angle
Radius
Bh
8. The _______says for every reals number a - for every real number b and for every real number c - a(b+c) = ab + ac
Parallelogram
Distributive
Associative
Equiangular polygon
9. In the law of proportion if a/b = c/d then b/a =
b/2a
Arc
D/c
Bisect
10. In the pythagorean theorm a^2 + b^2 = c^2 - c is called the ______
Inverse
Point line
Pi r^2 h
Hyotenuse
11. A line that joins the midpoint of two sides of a triangle is called the__________
Ratio
Factoral
Parabola
Mildline
12. A set of points in the seame plane equidistant from a fixed point - called its center
Circle
Symmetric
Triangle
Equilateral
13. How do you calculate the area of a parallelogram - what is the formula
Downward
Equiangular
Bh
(4ac - b^2)/4a
14. The graph of y= ax^2 + bx + c is a curve know as a ____________
Equiangular polygon
Parabola
Symmetric
N!/ (n - r)!
15. Three or more points are said to be ___________if an only if they lie on the same line
Equilateral
Multiply
Collinear
Exponent
16. How do you calculate the area of a trapezoid (hint h= altitude - perpendicular segment)
A x b x c
1/2h (b1 + b2)
2
Altitude
17. The __________ of a regular polygon is the segment joining an vertex with the center of the polygon
Added
Radius
Pi r^2 h
(n/360) X 2pi r
18. _____________ of angles is an equivalance relation - it is reflexive - symmetric and transitive
Congruence
Factoral
x over 100
A^3
19. The perimeter of a polygon is equal to the ________of sides X the _____________ of sides
Vertices
Trapezoid
Length number
2
20. In a quadratic equation in 2 unknowns has the general formula ax^2 + bxy + cy^2+dx ey+ f = 0 the graph is called an __________ (if a - b and c are not zero)
Every
A^3
Ellipse
Plane
21. The least common multiple is the smallest quantity divisible by ______ number of the set
Ab
G value
Every
Pi(d) 2(pi)r
22. An angle whose measure is 90 degrees
Y
Acute
Right angle
Adjacent
23. Two or more distinct lines are said to be ____________ if and only if they are coplanar and they do no intersect
Parallel
A+b
1/3Bh
Linear substitute
24. In a quadratic equation in 2 unknowns has the general formula ax^2 + bxy + cy^2+dx +ey+ f = 0 the graph is called an __________ (b^2-4ac greater then 0)
Central angle
Ab
N!/ (n - r)!
Hyperbola
25. For each real number a - for each real number b - if a= b - then b=a
Ax+ by = c
Symmetric
Multiply
S^2
26. A __________is any process that assigns a ___________value of y to each number of x
A x b x c
2pi r^2 + 2pi rh
Square
Function single
27. What is the surface area of a right circular cylinder with a radius of r and a height of h
((n -2) (180))/n
6a^2
2pi r^2 + 2pi rh
Radius
28. What property of equality says that a=a
Downward
Exterior angle
Reflexive
N!/ (n - r)!
29. To calculate the diagnol of a square you multipy any ______by the _______________of 2
1
Addition subtration
Side square root
Distance
30. Two angles with a common vertex and with sides that are 2 pairs of opposite rays
Distributive
Vertical
Coplanar
Exterior angle
31. The __________property of additon says that fro every real number a - ther is a real number such that a + - a = - a+ a = 0
Pi(d) 2(pi)r
Inverse
Every
Parabola parallel line
32. In complex numbers the square root of -1 = ______
(pi)r ^2
Equal
Transitive
I
33. When calculating the probability of independent events you need to __________ (words like and &' followed by' )
180
Equiangular
Subtract substitute
Multiply
34. When you have a linear equation such as ax + by = c you may use ___________ or _____________ to solve the problem - (you may first have to multiply through one of the equation to make either the x or y value equal)
Reflex
Addition subtration
Hyperbola
Side square root
35. Two angles whose sum totals 90 degrees
I
Plane
1
Complimentary
36. If a triangle has two congruent sides then it is an _________triangle
Associative
Complex
Isosceles
Adjacent
37. 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
Obtuse
Transitive
Equilateral polygon
Rhomus
38. A parallelogram that has tow adjacent sides that are equal and whose sides are perpendicular to each other
Secant
G value
Rhomus
1/2 (d1 + d2)
39. The ____________ says y - y1= m(x-x1)
Point slope formula
Side square root
Bh
Distance between 2 points
40. A series adjacent points that connect
Line
Bh
Equiangular polygon
Hyotenuse
41. The set of all points on a half line and the dividing point itself
Radius
Ray
Adjacent
0
42. What is the formula for the area of a circle
(pi)r ^2
Distributive
1/3Bh
Equal
43. In the law of proportion if a/b = c/d then (a+b)/ b =
(c+d)/d
180
Ellipse
Complimentary
44. A triangle with no equal sides
Secant
Scalene
Pi(d) 2(pi)r
Quadratic formula
45. Two lines are said to be ______________ if they intersect and form right angles
Perpendicular
(4ac - b^2)/4a
Rhomus
Radius
46. The sum of the interior angles of a triangle = ___________
Reflexive
180
N!/(r!(n - r)!)
Coplanar
47. What is the surface area of a sphere with a radius r
4pi r^2
Ab
Bc
Pi r^2 h
48. That points of intersection on a triangle are called its _____________
Hypotenuse
Vertical
Vertices
Line
49. 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
Slope
Regular polygon
Ellipse
Linear substitute
50. When you see f of g replace the x in f(x) with the ___________
A x b x c
Bisect
G value
Vertical