What is the bank discount rate on a \$100,000 face value T-bill priced at \$97,500, maturing in 181 days? a. 2.50% b. 4.84% c. 4.97% d. 5.10% e. 5.17%
4.97% is the bank discount rate on a \$100,000 face value T-bill priced at \$97,500, [ maturing in 181 days. Solution: \$100,000 - \$ 97,500 361 rd = - - - - - - - - - - - - - - - - X - - - - - - X 100 = 4.97% \$100,000 181 ]
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What is the bank discount rate on a \$100,000 face value T-bill priced at \$97,500, maturing in 181 days? a. 2.50% b. 4.84% c. 4.97% d. 5.10% e. 5.17%
Weegy: 4.97% is the bank discount rate on a \$100,000 face value T-bill priced at \$97,500, [ maturing in 181 days. Solution: \$100,000 - \$ 97,500 361 rd = - - - - - - - - - - - - - - - - X - - - - - - X 100 = 4.97% \$100,000 181 ] (More)
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Winters Hi-Hook Inc., a golf club manufacturer, is currently paying dividends of \$.50 per share. These dividends are expected to grow at a 20 percent rate for the next two years and at a three percent rate thereafter (forever!). What is the value of the stock if the appropriate discount rate is 14 percent?
Weegy: \$6.26 is the value of the stock if the appropriate discount rate is 14 percent. Solution: D1 = D0 (1 + g) = \$0.50 (1.20) = \$0.60 D2 = D1 (1 + g) = \$0.60 (1.20) = \$0.72 D3 = D2 (1 + g) = \$0.72 (1.03) = \$0.74 P2 = D3/(r - g) = \$0.74/(0.14 - 0.03) = [ \$0.74/0.11 = \$6.73 P0 = [D1/(1 + r)] + [D2/(1 + r)2] + [P2/(1 + r)2] = [\$0.60/(1.14)] + [\$0.72/(1.14)2] + [\$6.73/(1.14)2] = \$0.526 + \$0.554 + \$5.179 = \$6.26 ] (More)
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