The above picture shows a series of similar shapes. Describe and quantify what transformation(s) occurred at each step. The orig
inal image is triangle ABC. The final triangle is MNO.
Bad Example: "The triangle shifted right." Better Example: "The triangle translated right # units."
Justify each conclusion you make.
Bad Justification: "i dont know..." Better Justification: "I know the triangle initially translated right # units because ...."
4 transformations were done. So, there should be 4 comparisons with 4 justifications!
Bad Example: "The triangle shifted right." Better Example: "The triangle translated right # units."
Justify each conclusion you make.
Bad Justification: "i dont know..." Better Justification: "I know the triangle initially translated right # units because ...."
4 transformations were done. So, there should be 4 comparisons with 4 justifications!
1 answer:
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We can write that as a function:
where is the number of price reductions. We can see that it is a quadratic function which has the biggest value at P = (p, q). It means that p is the number of reductions which results in the biggest profit.
It means that it's the best to make 2 price reductions for the company. The tickets should be sold for $200 - 2 * $20 = $160. It results in 2 * 50 more tickets sold which is 300 + 100 = 400.
Answer:
Ticket price: $160
Number of tickets: 400
The attached figure represents the box and whisker plots
<h3>How to create a box and whisker plot?</h3>To do this, we start by converting the tallies in the frequency table to numerical values.
So, we have:
Monday Tuesday Wednesday Thursday Friday
On Time 6 3 2 10 10
Late 1 0 3 4 10
Next, we enter these data on a graphing/statistical calculator to create the box and whisker plots
See attachment
Read more about box and whisker plot at:
#SPJ1
