What transformation is this?

Dilation
What is a circle graph used for?
What is dependent?
One thing relies on something else
What type of slope is this?

Negative correlationÂ
What is the value of 2.3x101
2.3
What transformation is this?

Translation
What is the difference between a histogram and a bar chart?
A histogram shows data in equal intervals. A bar chart shows discrete data
What is the probability I will land on blue when I spin a circle that has four spots and 3 are red?
1/4
What type of correlation is this?

no correlationÂ
In what order would these be in from greatest to least?
5.98x10-3, 2.95x107, 4.87x10-7, 3.89x10-2
2.95x107, 3.89x10-2, 5.98x10-3, 4.87x10-7
Is this a rotation or a reflection transformation?

Reflection
What is mode?
the number or numbers that appears the most in that set
What is the probability I will land on heads on a quarter two times in a row?
1/4
What is no correlation?
When there are just dots all over the place not making a line.
How do you order scientific notations?
You order them by their exponent
What is the name of this transformation?
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
Rotation
How do you figure out what chart is best to be used to show the data?
Look at the type of data
I have two bags they each have 2 green marbles, 5 blue marbles, and 7 purple marbles. I pick two out of each. Is it dependent or independent when I take out the two marbles from each bag?
Independent
what kind of scatter plot is this

positive correlation
Is this in scientific notation form?
41x10-5
no
What are the 4 types of transformations?
Dilation, translation, reflection, rotation
What are the three types of graphs you use when you're using statistics?
Histogram, circle graph, bar chart
What is a independent value?
One thing doesn't rely on something else
How does rise over run work?
rise/run=3/5
rise 3
run 5 or move 5 over
What number does this actually represent?
4.59x108
459,000,000