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WorksheetsUnit 7 SCA Review Quiz
Total questions: 15
Worksheet time: 12mins
Hint: Both are equal here
so x+6 = 2x+3 then solve for x
(a)
Hint: Here 5x+30 = 90
Now solve for x
(a)
Hint: Here 2(2x+7) = 3x+18
Now solve for x
(a)
Hint: Here take 10 20= x50
Now solve for x
(a)
Hint: x − coefficienty − coefficient
(a)
A triangle has vertices at (1, 8), (-3, 4), and (1, 3).
Place the value that BEST completes the sentence.
The perimeter of the triangle is approximately ________ units.
Hint: Find the distance between all three points of all three sides and add them all
13
14
15
20
Two lines are represented by the equations 3−1y = 5x +10 and y = mx. For what value of m will the lines be parallel?
Hint: multiply the x - coefficient with the -3
Parallel Slopes are the same
Example: For the equation y=7x-4, the slope will be 7
(a)
Hint: Plug each value for n and check which answer satisfies the question
The formula to calculate the measure of an exterior angle = 360 ° ÷ number of sides = 360 ° /n
100
100n
n360
n360(n−2)
A regular Octagon is shown below.
Angle Q is 3x-57 degrees and angle M is 3x degrees.
Which statement explains why the equation 3x-57 = 3x can be used to solve for x?
Hint: Check which type of Octagon this is
A regular hexagon is defined as a closed 2D shape with six equal sides and six equal angles.
All polygons have congruent sides.
The sum of the interior angle measures of an octagon is 180 degrees
The value of 3x equals the sum of the interior angles of a regular octagon.
The interior angles of a regular octagon (or any regular polygon) are congruent.
Hint: The ratio of circumference to its diameter will be π
and π is 3.14
The radius is always about 1/2 the circumference.
The ratio of the diameter to the circumference is always a little less than 2.9.
The ratio of the circumference to the diameter is always a little more than 3.
The circumference is always the radius times the diameter.
Hint: The vertical cross-section of a cylinder is a rectangle
Circle
Oval
Rectangle
Square
7. Which shaded triangle would generate a cone with a diameter of 6 units and a height of 6 units when rotated about the y-axis?
Hint: See the picture here
Hint: SOH CAH TOA
17(cos 40°)
17(sin 40°)
17(sec 40°)
17(tan 40°)
Hint: 124= 24x
Solve for x
(a)
Hint: Read the question slowly and apply the one transformation first and then the other
(a)
