The image contains a table with columns for Output, TC, TVC, MC, AFC, AVC. The question is likely related to calculating or analyzing these economic concepts based on the provided data. Since there is no explicit question text, it is assumed to be a request to process or analyze the table.

To complete the table, we will use the following formulas:

• Total Fixed Cost (TFC): The cost at zero output, which remains constant for all output levels.
• Total Variable Cost (TVC): $TVC = TC - TFC$
• Marginal Cost (MC): $MC_n = TC_n - TC_{n-1}$ (or $TVC_n - TVC_{n-1}$)
• Average Fixed Cost (AFC): $AFC = \frac{TFC}{Output}$
• Average Variable Cost (AVC): $AVC = \frac{TVC}{Output}$
• Average Cost (AC): $AC = \frac{TC}{Output}$ (or $AC = AFC + AVC$)

Step 1: Calculate TFC, TVC, MC, AFC, AVC, and AC for each output level.
From the table, at Output = 0, Total Cost (TC) = 100. This means the Total Fixed Cost (TFC) is 100. TFC remains constant at 100 for all output levels.

Now, we can fill in the rest of the table:

Output (Q)	TFC	TVC	TC	MC	AFC	AVC	AC
0	100	0	100	-	-	-	-
1	100	50	150	50	100.00	50.00	150.00
2	100	90	190	40	50.00	45.00	95.00
3	100	128	228	38	33.33	42.67	76.00
4	100	172	272	44	25.00	43.00	68.00
5	100	240	340	68	20.00	48.00	68.00
6	100	320	420	80	16.67	53.33	70.00
7	100	418	518	98	14.29	59.71	74.00
8	100	540	640	122	12.50	67.50	80.00
9	100	674	774	134	11.11	74.89	86.00

The completed table is shown above.