A rotation rotates the pre image an x amount of degrees
a translation shifts a pre image up and down or left and right
a reflection reflects an image across an x or
y axis
a dilation stretches or compresses(shrinks) a pre image
Sorry but you didn’t provide a question, this is a statement.
The answer is the second option which is : - 29
<span>7y-4y-5y
7y-9y
-2y
...........</span>
Answer:
density =
g/cm^3
Step-by-step explanation:
Step 1: Volume of soda can

=> 
volume = 4048.3
Step 2: Using answer from step 1 to calculate density

density = 
density =
g/cm^3