Titanium Blades refines titanium for use in all brands of razor blades. It prepared a static budget for the sales of 5,500 units. The following variances were observed:   Actual Results Variances Units       Sales $175,500 $27,000 Favorable Variable Expenses 84,300 12,800 Unfavorable Fixed Expenses 88,300 300 Unfavorable Net Income (loss) $2,900 $13,900 Unfavorable Determine the static budget and use the information to prepare a flexible budget and analysis for the 6,500 units actually sold. If no effect, select "No Effect" and leave the amount boxes blank. For those boxes in which you must enter negative numbers use a minus sign. (Example: -300).   Static budget Flexible budget Actual Results Variances Units fill in the blank 1 fill in the blank 2       Sales $fill in the blank 3 $fill in the blank 4 $fill in the blank 5 $fill in the blank 6 No Effect  Variable Expenses fill in the blank 8 fill in the blank 9 fill in the blank 10 fill in the blank 11 Favorable  Fixed Expenses fill in the blank 13 fill in the blank 14 fill in the blank 15 fill in the blank 16 Unfavorable  Net Income (Loss) $fill in the blank 18 $fill in the blank 19 $fill in the blank 20 $fill in the blank 21 Unfavorable

FINANCIAL ACCOUNTING
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ISBN:9781259964947
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Chapter1: Financial Statements And Business Decisions
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Titanium Blades refines titanium for use in all brands of razor blades. It prepared a static budget for the sales of 5,500 units. The following variances were observed:

  Actual Results Variances
Units      
Sales $175,500 $27,000 Favorable
Variable Expenses 84,300 12,800 Unfavorable
Fixed Expenses 88,300 300 Unfavorable
Net Income (loss) $2,900 $13,900 Unfavorable

Determine the static budget and use the information to prepare a flexible budget and analysis for the 6,500 units actually sold. If no effect, select "No Effect" and leave the amount boxes blank. For those boxes in which you must enter negative numbers use a minus sign. (Example: -300).

  Static budget Flexible budget Actual Results Variances
Units fill in the blank 1 fill in the blank 2      
Sales $fill in the blank 3 $fill in the blank 4 $fill in the blank 5 $fill in the blank 6 No Effect 
Variable Expenses fill in the blank 8 fill in the blank 9 fill in the blank 10 fill in the blank 11 Favorable 
Fixed Expenses fill in the blank 13 fill in the blank 14 fill in the blank 15 fill in the blank 16 Unfavorable 
Net Income (Loss) $fill in the blank 18 $fill in the blank 19 $fill in the blank 20 $fill in the blank 21 Unfavorable 

 

Titanium Blades refines titanium for use in all brands of razor blades. It prepared a static budget for the sales of 5,500 units. The following variances were observed:
Actual Results
Variances
Units
Sales
$175,500
$27,000 Favorable
Variable Expenses
84,300
12,800 Unfavorable
Fixed Expenses
88,300
300 Unfavorable
Net Income (loss)
$2,900 $13,900 Unfavorable
Determine the static budget and use the information to prepare a flexible budget and analysis for the 6,500 units actually sold. If no effect, select "No Effect" and leave
the amount boxes blank. For those boxes in which you must enter negative numbers use a minus sign. (Example: -300).
Static budget
Flexible budget
Actual Results
Variances
Units
5,500
Sales
2$
No Effect
Variable Expenses
Favorable v
Fixed Expenses
Unfavorable v
Net Income (Loss)
2$
$
$
Unfavorable
Transcribed Image Text:Titanium Blades refines titanium for use in all brands of razor blades. It prepared a static budget for the sales of 5,500 units. The following variances were observed: Actual Results Variances Units Sales $175,500 $27,000 Favorable Variable Expenses 84,300 12,800 Unfavorable Fixed Expenses 88,300 300 Unfavorable Net Income (loss) $2,900 $13,900 Unfavorable Determine the static budget and use the information to prepare a flexible budget and analysis for the 6,500 units actually sold. If no effect, select "No Effect" and leave the amount boxes blank. For those boxes in which you must enter negative numbers use a minus sign. (Example: -300). Static budget Flexible budget Actual Results Variances Units 5,500 Sales 2$ No Effect Variable Expenses Favorable v Fixed Expenses Unfavorable v Net Income (Loss) 2$ $ $ Unfavorable
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