Problem on zero bond price
You are provided a bond which will pay no interest however will return the par value of $1,000 20 years from now. When your needed return for this bond is 7.35%, what are you willing to reimburse or pay?
Expert
Zero-coupon bond price = F (1 + i)-n = $1,000 (1 + .0735)-20 = $1,000(.2420800635) = $242.08
notes on separable utility function in microeconomics
Average variable costs per generic 2×4 of this pure competitor’s equal roughly: (w) $0.20 (20¢ per 2×4). (x) $1.00 per 2×4. (y) $1.70 per 2×4. (z) $2.10 per 2×4. Q : Shrinking of Production possibilities The Production possibilities frontiers are most probable to shrink when: (1) National income becomes less fairly distributed. (2) High-tech agriculture reduces jobs for migrant farm workers. (3) A 3-hour nuclear war blasts technology back to Stone Age
The Production possibilities frontiers are most probable to shrink when: (1) National income becomes less fairly distributed. (2) High-tech agriculture reduces jobs for migrant farm workers. (3) A 3-hour nuclear war blasts technology back to Stone Age
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Change in quantity demanded: When change in demand takes place due to price alone, it is termed as change in quantity demanded.
When after hiring the very last worker, the organization’s profit is similar as it was prior to the last worker was hired, the firm must: (1) Hire more workers to raise the profit. (2) Layoff several workers to raise gain. (3) Not hire any more workers. (4) Shut
Assume that Joe discovers the price elasticity of market demand to be 0.8 for Joe’s additional fancy dehydrated water at the present price of $10 per barrel. Every barrel averages $2 to generate. Joe can: (w) increase his profits by 80% if he in
Moving from point d to point e beside demand curve D, the price elasticity of demands of DVDs of video games at equal: (a) 0.8. (b) one. (c) 1.10. (d) 1.25. (e) 2.50 Q : Total variable costs in pure competition This profit-maximizing, as in demonstrated graph, of brickyard’s total variable costs are about: (i) $200 per day. (ii) $600 per day. (iii) $750 per day. (iv) $900 per day. (v) $1200 per day.
This profit-maximizing, as in demonstrated graph, of brickyard’s total variable costs are about: (i) $200 per day. (ii) $600 per day. (iii) $750 per day. (iv) $900 per day. (v) $1200 per day.
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