Government-funded health insurance programs that claim to provide comprehensive funding of their clients' demands have commonly adopted a purposive (deductive) approach to the problem of health care funding.
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Answer:
will smith
Explanation: will smith duhh
Answer:
C. backward vertical integration
Explanation:
Vertical integration is one in which the supply chain of a clothe producing company is owned by the
Backward integration is a type of vertical integration in which a firms starts to fill in the role it once designated to another in the manufacturing of its product. Backward vertical integration would see a company buying another to fulfill its needs as regarding production.
From the above question, it can be seen that due to the inability of the china firm to meet up with Neon Electronics Inc; it started to produce the touchscreens needed for the tablet computers.
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The question is incomplete. The complete question is :
Selling bonds. Rawlings needs to raise $41,800,000 for its new manufacturing plant in Jamaica. Berkman Investment Bank will sell the bond for a commission of 2.2 %. The market yield is currently 7.7 % on twenty-year zero-coupon bonds. If Rawlings wants to issue a zero-coupon bond, how many bonds will it need to sell to raise the $41,800,000?? Assume that the bond is semiannual and issued at a par value of $ 1000. How many bonds will Rawlings need to sell to raise the $41,800,000?
Solution :
We know that a zero compound bond does not pay any coupon payments, so the bond price is present value for the cash inflow from a zero coupon bond.
The present value of a maturity value uses a YTM as a discount rate.
We will find the semi annual rates and the time periods as the semi annual bond is given.
The semi annual YTM is =
= 3.85 %
Number of the semi annual periods till maturity = 20 x 2
= 40
The bond price =
= $ 220.668308088
The investment bank will then sell the bonds at a price above but the charge will be2.2% commission on the above price.
The net proceeds to Rawlings
= $ 215.813605311
∴ The number of bonds required :
= 193,685.657
≈ 193,686 bonds