Please help with this question I really need it right now please show work and please if you don't understand this question plea
se don't answer . Question number 12
1 answer:
Answer:a is the correct option
Step-by-step explanation:
The table is divided into columns for month, sales and expense
Total number of sales for four months is determined by adding up the sales for each month. It becomes
35.75+65.34+12.15+49.68= $162.92
Total number of sales for four months is determined by adding up the expenses for each month. It becomes
43.18+52.24+41.09+59.50=196.01
Profit or loss = total sales - total expenses
Therefore 162.92-196.01 = - $33.09
It's a loss because it is negative
You might be interested in
The missing reasons in the proof using the Alternate Interior Angles Theorem diagram that is given are:
a. Corresponding angles
b. Vertical Angles, and
c. Alternate interior angles
- Two angles lying opposite each other along a transversal, and are within the two lines crossed by the transversal are referred to as alternate interior angles.
- According to the Alternate Interior Angles Theorem, the two alternate interior angles are congruent to each other.
- <em>Let's state out our </em><em>proof </em><em>using the image given:</em>
<em />
<em><u>Statement 1</u></em>: line l is parallel to line m
Reason: Given
<em><u>Statement 2:</u></em>
Reason: Corresponding Angles <em>(both angles occupy the same corner, hence they correspond to each other. </em><em>Corresponding angles</em><em> have the same measure).</em>
<u><em>Statement 3: </em></u>
Reason: Vertical angles<em> (both angles are directly opposite each other as they share the same point, which makes them </em><em>vertical angles</em><em>. </em><em>Vertical angles</em><em> have equal measure).</em>
<em><u>Statement 4: </u></em><em><u /></em>
Reason: Alternate Interior Angles <em>(applying the </em><em>transitive property</em><em> which says if a = b, and b = c, then a = c, therefore, since </em><em>)</em>
In conclusion, the missing reasons in the proof using the Alternate Interior Angles Theorem diagram that is given are:
a. Corresponding angles
b. Vertical Angles, and
c. Alternate interior angles
Learn more here: