A histogram titled Heights of Trees with Height in meters on horizontal x-axis and Frequency on vertical y-axis
5
9
16
12
Answer:
16
Step-by-step explanation:
In a histogram, the total number of trees that are less than 16 meters tall would be the sum of frequencies of all the bars representing heights less than 16 meters. To find this, locate the 16-meter mark on the x-axis and add up the frequencies of all intervals up to and including that point.
The total number of trees that are less than 16 meters tall would be the sum of frequencies of all the bars on the histogram representing heights less than 16 meters. Histograms provide a visual representation of data distribution. The x-axis lists the categories or numbers for the data, in this case tree heights, and the y-axis represents the frequency, or how often a particular height occurs. To find the total number of trees less than 16 meters tall, locate the 16-meter mark on the x-axis and add up the frequencies (height of the bars) of all intervals up to and including that point.
#SPJ2
it read Z minus four and 2/3 equals two and two thirds just to clear confusion that the 2 and 4 are not being multiplied by 2/3
Question options:
A.) Katie types slower than the school record speed.
B.) Katie types faster than the school record speed.
C.) Katie’s typing rate is the same as the record speed for her school.
Answer:
a
Step-by-step explanation:
since the school recorded is in two minutes, they wrote 420 words, and Katie in 5 minutes wrote 600 words, if you put the average to the person who wrote 420 words in 2 minutes to-
in every too minutes they write 420 words.
so in four minutes they would of typed 840 words, which is more words than Katie in less minutes.
Greater than 1
Neither
(-10) divided by 6
-(5 divided by 2)
-3 divided by (-4)
-2• [- 7/2]
8/3•[-3:5]
Answer:
Step-by-step explanation:
(-10) ÷ 6 = less than -1
-(5÷2) = less than (-1)
(-3÷ (-4) = Neither
(-2)* [-7/2] = Neither
(8/3)*(-3/5)= less than (-1)
Answer:
14cm
Step-by-step explanation:
You divide 378 from 27