#4
Which could be the scale factor of the following similar figures? (1 point)
The first triangle's sides are 9,9,12
The second triangles sides are 6,6,8
A.) 2/3
B.) 3/4
C.) 1
D.) 3/2
E.) 4/3
My answers: b & c
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#5
The rectangles in the figure below are similar. Find the value of x. (1 point)
Smaller rectangle is x (width), 3 (height)
Larger rectangle is x+4 (width), 5(height)
A.) 2.4
B.) 2.7
C.) 6
D.) 6.7
My answer: b
Am I right? Please help! Thank you!
1. reflection, rotation, & translation
2. 2/3 & 3/2 (props to @Correct answers for this)
3. 6 (props to @Correct answers for this)
The correct answers are:
#4 A. 2/3 and D. 3/2
#5 C. 6
1. A reflection, C rotation, & D translation
2. A 2/3 & D 3/2
3. C 6
any1 here frum connexus LMAO
2/3 and 3/2 is the answer
#4
how can you have 2 different scale factors yielding the same figure ??
9(2/3)--->6
9(2/3)--->6
12(2/3)-->8
So .....?
#5
x/(x+4) = 3/5
5x = 3x+12
2x=12
x = 6
We all comin in clutch all 2020
i think 99% of us are from connexus LMAO (connections academy) yooo feb 2020
^ worry about yourself and leave others alone :)
Anyways ... Just confirming the Answers.
Unit 3 Lesson 2: Similar Polygons
1. (A) Reflection
(C) Rotation
(D)Translation
2. (A)2/3
(C)3/2
3. (C)6
Hope this helps in a way... even though it was answered already.
But anyways :) have a nice day/or night.