Ch. 1, 2, 3, 10 Flashcards
Chapter 3
How do you find the angles of a regular polygon?
1) Take the sum of the interior angles
2) Divide by the number of sides
Chapter 3
A = 65
B = 95
C = 20
D = 65
E = 95
F = ?
If AB is equal to DF, what is the angle of F?
20 degrees
When two angles in one triangle are congruent to two angles in another triangle, the third angle is also congruent.
Chapter 3
Two figures are similar figures when one can be _________ by the other by a ____________ ________________.
Obtained
Similarity transformation
Chapter 2
What is an enlargement?
What is a reduction?
Enlargement: Multiply a scale factor greater than 1
Reduction: multiply a scale factor less than 1
Chapter 1
m + n = 3p
Solve for m.
m + n + 3p
-n -n
m = 3p - n
Chapter 1
What are the three ways an equation could have more than one answer?
One solution when x equals a value
Many solutions ( 1=1 )
No solutions which is a false statement ( 7=12 )
Chapter 10
If a sphere’s volume is 288, find the radius.
r = 4.2
Chapter 10
If a sphere’s radius is 4, find the volume
v = 267.9
Chapter 10
If a cone’s volume is 565.2 and its height is 15, find the radius.
r = 6
Chapter 10
If a cone’s volume is 565.2 and its radius is 6, find the height.
h = 15
Chapter 10
If a cone’s height is 15 and it’s radius is 6, find the volume.
v = 565.2
Chapter 10
If a cylinder’s volume is 28 and its height is 4, find the radius.
r = 1.5
Chapter 10
If a cylinder’s volume is 136 and its radius is 4, find the height.
h = 3.5
Chapter 10
If a cylinder’s radius is 5 and its height is 4, find the volume.
v = 314
Chapter 3
How do you find the interior angle measure of a polygon?
1) Find the sun of the interior angle measures
2) write and solve an equation using the information
s (sum) = ( n (sides) -2 ) 180
