Answer:
$4.80
Step-by-step explanation:
6 oranges for 1.80
sp 6 divided by 1.80 comes out to 0.3 per orange
0.3 times 16 comes out to 4.80
therefor $4.80
Answer is 
dm².
In order to calculate the area of the board that can be seen, we need to calculate the area of the the rectangular board and the circular frame. The difference of both's area is the required answer.
Refer to the attachment for step by step solution. :)
A.4 units
D.9 units
id go with 9 units hope this helps
Answer: Yes. The answer is: [C]: "1 " .
______________________________________________
Explanation:
______________________________________________
The equation for a line, in "slope-intercept format" , is:
______________________________________________
→ y = mx + b ;
______________________________________________
in which "b" = the y- intercept; or the value of 'x' when "y = 0" ;
"m" = the slope; which is also the coefficient of "x".
____________________________________________________
In "slope-intercept format", the "y" remains isolated on the left-hand side of the equation, with no "coefficient" (other than the "implied coefficient" of "1").
__________________________________________________________
So, if the two particular lines are parallel, and we know that the slope is "1" for EACH line; (that is, "m = 1" for each line); then the PRODUCT of the two slopes is:
____________________________________________________________
→ m² = m * m = 1² = 1 * 1 = 1 .
____________________________________________________________
→ The answer is: Answer choice: [C]: "1" .
____________________________________________________________
Answer:
False
Step-by-step explanation:
The given statement is false. The histograms or bar charts are used when one is given discrete data for a certain value or the interval of a certain range but for the continuous data plotting, we need continuous frequency curves line graphs. Since the ALT levels fall on a continuum, representing them on a bar chart will not make any sense. they should be plotted on some continuous curve distribution lines like smoot line graphs (curves).
