1.50 that should be it and i dont know how to show my work on a computer SORRY.
Answer:
Step-by-step explanation:
To find the area of a triangle, one must use the formula,
It is given that
- base = 
-height = 
Substitute in the values and solve;
In order to multiply the two fractions, one must convert them from mixed number form to improper fraction form. This can be done by multiplying the denominator (the number under the fraction bar), by the "number" part of the mixed number, and then adding the result to the numerator (the number over the fraction bar;
- base = 
- height = 
Substitute,
Cross simplify,
Further simplify,
Convert back to a mixed number divide the numerator by the denominator, write the whole-number result as the number outside of the fraction, and the remainder as the numerator of the fraction,
<span>At the beginning of the recent period, there were 900 units of product in a department, 35% completed. these units were finished and an additional 5,000 units were started and completed during the period. 800 units were still in process at the end of the period, 25% completed. using the weighted average method, the equivalent units produced by the department were:</span>6,100 units
Answer:
C 4cm
Step-by-step explanation:
times 1.3 by 4 then divide 16 by 4
There are two ways to do this.
The first is you plug in the x-value from the point in the table and see if that gives you the y-value from the same point.
For example, your first point is (5,49), so plug in x=5:
y = -5(5)+2 = -25+2 = -23
Since that's not the y-value in (5,49), then (5,49) is not a solution for the equation.
The other option is you plug in both the x-value and the y-value to see if you get a true statement. (A solution will make the equaiton a true statement.)
For example, the first point is (5,49), so you'd plug in x=5 and y=49:
49 = -5(5)+2
49 = -25 + 2
49 = -23
Since that's not true, (5,49) is not a solution.
You'll notice you're basically doing the same thing, it's just whether you plug in one value or both and that's your choice.
