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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. A triangle with having at least 2 equal sides
Obtuse angle
2
Isosceles
Median
2. A point has no ________or thickness
Size
Reflexive
Ratio
Area of a polygon
3. What is the linear equation where a - b and c are constants b cannot = 0
Ax+ by = c
Parabola parallel line
Equilateral polygon
0
4. 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
Addition subtration
Transitive
Isosceles
Consecutive angles
5. A __________________ is a circle passing through all the vertices of a polygon
Distance
Circumscribed circle
Isosceles
Lw
6. When proving 2 polygons are similar - what is the formula you use (hint: n= the number of sides)
Transitive
((n -2) (180))/n
1/3 pi r^2 h
Right
7. What is the closure property of multiplication for every real number a - for every real number b _________ is a real number
Right
Roots
Ab
Equiangular
8. In a quadratic formula if the a value of the parabola is less than 0 the parabola opens ___________
Inverse
Pi(d) 2(pi)r
(n/360) X 2pi r
Downward
9. Every real number is a ______________
Bisect
Parabola
Complex
Function single
10. An angle whose measure is greater than 180 degrees and less than 360 degrees
N!/(r!(n - r)!)
G value
Reflex
Added
11. In the law of proportion if a/b = c/d then (a - b)/b =
1/3 pi r^2 h
(c - d)/d
A x b x c
Side square root
12. The _______says for every reals number a - for every real number b and for every real number c - a(b+c) = ab + ac
Distributive
Regular polygon
Equilateral
2
13. The surface area of a cube is what formula
Isosceles
Complimentary
Point line
6a^2
14. The y value of the vertex of parabola is the equation
(4ac - b^2)/4a
Size
N!/(r!(n - r)!)
Radius
15. What is the formula the formula for an arc if you know the radius and the n= central angle
Bisector
Added
(n/360) X 2pi r
1/3Bh
16. What is the square of ((x1-x2) + (y1- y2)) =
Isosceles
Obtuse angle
Distance between 2 points
Size
17. To find the x intersept we need to make __________= 0
Plane
Y
180
Bc
18. An angle whose measure is 90 degrees
Reflexive
Median
0
Right angle
19. A triangle whose sides are equal
Obtuse angle
(4ac - b^2)/4a
2pi r^2 + 2pi rh
Equilateral
20. In order to decimal to a percentage you need to ______ by 100
Triangle
Pi r^2 h
Isosceles
Multiply
21. Three or more points are said to be ___________if an only if they lie on the same line
1/3Bh
Collinear
Lw
Square
22. An angle whose measure is 180 degrees
N!/ (n - r)!
2
Straight
Factoral
23. A closed three sided figure is called a ____________
Triangle
((n -2) (180))/n
(pi)r ^2
Area of a polygon
24. What is the formula for the area of a triangle
Adjacent
Hyperbola
Reflexive
1/2bh
25. The measure of a minor arc is the measure of the __________that intercepts the arc
Trapezoid
Circle
Bisector
Central angle
26. i^2 = _____________
Commutative
1
Every
Lw
27. The possible solution of a quadratic equatin ax^2 + bx + c= 0 are called the_______
Y
Roots
Mildline
Complex
28. How do you calculate the area of a trapezoid (hint h= altitude - perpendicular segment)
1/2h (b1 + b2)
Index
n
(c+d)/d
29. A ___________is a figure with the same number of sides as angles
Congruent
Polygon
Linear substitute
Adjacent
30. x= - b (+ or -) square root of (b^2-4ac) divided by 2a - is called the _____________ and can be used to find the roots of a problem
Complimentary
Right angle
Quadratic formula
(pi)r ^2
31. A triangle with a 90 degrees angle
Vertical
Downward
Right
Positive
32. A line that joins the midpoint of two sides of a triangle is called the__________
Distance between 2 points
Mildline
Point line
Rectangle
33. What is the closure property of addition - for every real number a - for every real number b ______________ is a real number
2
Central angle
b/2a
A+b
34. Angles that are equal
Consecutive angles
0
Congruent
A(bc)
35. 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)
Angle
Addition subtration
N!/(r!(n - r)!)
Lw
36. In the law of proportion if a/b = c/d then ad =
Bc
Linear substitute
180
Circumscribed circle
37. A parallelogram with right angles and equal diagonals
Straight line
(n/360) X 2pi r
Rectangle
Straight
38. What property of equality says that a=a
Reflexive
Coplanar
Equilateral polygon
Ratio
39. 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
Plane
Slope
Distance between 2 points
Linear substitute
40. The value of y where a point intersects the x axis = __________
0
(pi)r ^2
1/2 (d1 + d2)
Radius
41. The ____________ says y - y1= m(x-x1)
Point circle does not exist
Isosceles
Point slope formula
Multiply
42. If all points lie in the same plane they are __________
Bc
Every
G value
Coplanar
43. The volume of a cube is
Linear substitute
A^3
Line
Hypotenuse
44. When you find the inverse of a function switch the x value with a ____ - solve for y
Mildline
Size
Y
1/2h (b1 + b2)
45. Is a polygon whose sides are equal in measure
Circle
x
Equilateral polygon
Multiply
46. The associative property of multiplicaiton for every real number a - for every realy number b for every real number c (ab)c = ______
Rectangle
A(bc)
Supplementary
Addition subtration
47. What is the formula for a combination (where order matters)
Hyotenuse
Exponent
(c - d)/d
N!/(r!(n - r)!)
48. The __________ of a regular polygon is the segment joining an vertex with the center of the polygon
Plane
Parallel
Radius
Symmetric
49. The __________of a triangle is a line segment from a vertex of the triangle perpendicular to the opposite side
Every
Perpendicular
Radius
Altitude
50. Two angles whose sum totals 180 degrees
Isosceles
Function single
Vertical
Supplementary