Respuesta :
Answer:
Incremental earnings= -1.677 + 1.7485= 0.0715= $715,000
Explanation:
Giving the following information:
Kokomochi plans to spend $ 5.9 million on TV, radio, and print advertising this year for the campaign. The ads are expected to boost sales of the Mini Mochi Munch by $ 8.6 million this year and $ 6.6 million next year. Also, the company expects that new consumers who try the Mini Mochi Munch will be more likely to try Kokomochi's other products. As a result, sales of other products are expected to rise by $ 2.3 million each year. Kokomochi's gross profit margin for the Mini Mochi Munch is 32 %, and its gross profit margin averages 25 % for all other products. The company's marginal corporate tax rate is 35 % both this year and next year.
Year 1:
Sales= 8.6 million + 2.3= 10.9
COGS= (8.6*0.68) + (2.3*0.75)= 7.58
Gross profit= 3.32
Advertising campaign= 5.9
EBT= -2.58
Save in tax= 2.58* 0.35= 0.903
Net income= -1.677
Year 2:
Sales= 6.6 + 2.3= 8.9
COGS= (6.6*0.68) + (2.3*0.75)= 6.21
Gross profit= 2.69
Tax= 0.9415
Net income= 1.7485
If Kokomochi is considering the launch of an advertising campaign for its latest dessert product, the Mini Mochi Munch. Kokomochi plans to spend $ 5.9 million on TV, radio, and print advertising this year for the campaign. The incremental earnings associated with the advertising campaign is: - $1,672,450
Incremental earnings forecast Year 1
Sales of Mini Mochi Munch $8,600,000
Other sales $2,300,000
Less Cost of goods sold ($7,573,000)
[(100%-32%×$8,600,000)+(100%-25%×$2,300,000]
Gross profit $3,327,000
[($8,600,000+$2,300,000)- $7,573,000]
Less Selling, general and administrative expenses ($5,900,000)
Depreciation $0
EBIT -$2,573,000
($3,327,000-$5,900,000)
Income tax at 35% $900,550
(35%×$2,573,000)
Unlevered net income - $1,672,450
Inconclusion if Kokomochi is considering the launch of an advertising campaign for its latest dessert product, the Mini Mochi Munch. Kokomochi plans to spend $ 5.9 million on TV, radio, and print advertising this year for the campaign. The incremental earnings associated with the advertising campaign is: - $1,672,450
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