The data that can be identified from the box plot are Minimum and Median
<h3>How to determine the data that can be identified from the box plot?</h3>
The box plot is used to determine the five-number summary
The five-number summaries are:
- Minimum
- Lower quartile
- Median
- Upper quartile
- Maximum
From the list of options, we have:
Minimum and Median
Hence, the data that can be identified from the box plot are Minimum and Median
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1. x3+x5=16. Multiply each side by 3: x+3x5=48. Continue simplifying and solving: 5x5+3x5=48. 8x5=48. 8x=240. x=30.
2. –7 x 8. –60. 3 ... You need to read the problem and know what information you (3 x 5) + (6 x 5) = (16 x 5) – (________ x 5(3 x 8) + ( ________ x 8) = 13 x 8
-(n/3)+8>6
-n+24>18
-n>-6
n<6
Answer:
36
Step-by-step explanation:
is made up of s + r, and since r is 
of we know r must be the remaining 
of .
We can solve for by using this equation:
1. 2 fifths of is 24
2. multiply both sides by 
to isolate
3. is 60°
We can now solve for r
1. the equation the problem gave us
2. substitute for 60 (we solved for it before)
3. 
is 36°
