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Katsuko Zhao and Johan

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The following information relates to Questions
Katsuko Zhao and Johan Flander are portfolio managers with cowiler investments, a uS-Mbased company. They are assessing the effect of their yield curve forecasts on their bond port- folios. The yield curve is currently upward sloping. Zhao's portfolio is currently invested in uS treasury securities. Zhao forecasts an instanta- neous parallel downward shift in the yield curve. Zhao considers two alternatives to reposition her current portfolio given her yield curve forecast and assesses the trade-off between convexity
and yield. exhibit 1 presents allocations for the current and two alternative portfolios. The durations of the current and alternative portfolios are closely matched.
 EXHIBIT 1 Allocations for Current and Alternative Portfolios  Remaining Term  Current  Alternative 1  Alternative 2 2 years 33.33%0.00%50.00%10 years 33.33%100.00%0.00%20 years 33.33%0.00%50.00%\begin{array}{l}\text { EXHIBIT } 1 \text { Allocations for Current and Alternative Portfolios }\\\begin{array} { l c c c } \hline \text { Remaining Term } & \text { Current } & \text { Alternative 1 } & \text { Alternative 2 } \\\hline 2 \text { years } & 33.33 \% & 0.00 \% & 50.00 \% \\10 \text { years } & 33.33 \% & 100.00 \% & 0.00 \% \\20 \text { years } & 33.33 \% & 0.00 \% & 50.00 \% \\\hline\end{array}\end{array}
-Determine which portfolio in exhibit 2 will most likely have the best performance over the next 12 months given Flander's yield curve forecast. Justify your response. Determine which portfolio in Exhibit 2 will most likely have the best performance over the next 12 months given Flander's yield curve forecast. (circle one)
 The following information relates to Questions  Katsuko Zhao and Johan Flander are portfolio managers with cowiler investments, a uS-Mbased company. They are assessing the effect of their yield curve forecasts on their bond port- folios. The yield curve is currently upward sloping. Zhao's portfolio is currently invested in uS treasury securities. Zhao forecasts an instanta- neous parallel downward shift in the yield curve. Zhao considers two alternatives to reposition her current portfolio given her yield curve forecast and assesses the trade-off between convexity and yield. exhibit 1 presents allocations for the current and two alternative portfolios. The durations of the current and alternative portfolios are closely matched.   \begin{array}{l} \text { EXHIBIT } 1 \text { Allocations for Current and Alternative Portfolios }\\ \begin{array} { l c c c }  \hline \text { Remaining Term } & \text { Current } & \text { Alternative 1 } & \text { Alternative 2 } \\ \hline 2 \text { years } & 33.33 \% & 0.00 \% & 50.00 \% \\ 10 \text { years } & 33.33 \% & 100.00 \% & 0.00 \% \\ 20 \text { years } & 33.33 \% & 0.00 \% & 50.00 \% \\ \hline \end{array} \end{array}  -Determine which portfolio in exhibit 2 will most likely have the best performance over the next 12 months given Flander's yield curve forecast. Justify your response. Determine which portfolio in Exhibit 2 will most likely have the best performance over the next 12 months given Flander's yield curve forecast. (circle one)    Flander evaluates a new bullet portfolio and a new barbell portfolio, each with a 12-month time horizon, using zero-coupon notes issued by the australian government. Flander pro- jects that over the next 12 months, the australian zero-coupon yield curve will experience a downward parallel shift of 60 bps. The australian dollar is projected to remain stable relative to the uS dollar. exhibit 3 presents the data for the two portfolios.  \begin{array}{l} \text { EXНПВ Т } 3 \text { Selected Data for Australian Bullet and Barbell Porrtolios }\\ \begin{array} { l c c }  \hline & \text { Bullet } & \text { Barbell } \\ \hline \text { Investment horizon (years) } & 1.0 & 1.0 \\ \text { Average bond price for portfolio currently } & 98.00 & 98.00 \\ \begin{array} { l }  \text { Average bond price for portfolio in one year } \\ \text { (assuming stable yield curve) } \end{array} & 99.75 & 100.00 \\ \text { Expected effective duration for portfolio (at the horizon) } & 3.95 & 3.95 \\ \text { Expected convexity for portfolio (at the horizon) } & 19.50 & 34.00 \\ \text { Expected change in government bond yield curve } & - 0.60 \% & - 0.60 \% \\ \hline \end{array} \end{array}
Flander evaluates a new bullet portfolio and a new barbell portfolio, each with a 12-month
time horizon, using zero-coupon notes issued by the australian government. Flander pro- jects that over the next 12 months, the australian zero-coupon yield curve will experience a downward parallel shift of 60 bps. The australian dollar is projected to remain stable relative to the uS dollar. exhibit 3 presents the data for the two portfolios.  EXНПВ Т 3 Selected Data for Australian Bullet and Barbell Porrtolios  Bullet  Barbell  Investment horizon (years) 1.01.0 Average bond price for portfolio currently 98.0098.00 Average bond price for portfolio in one year  (assuming stable yield curve) 99.75100.00 Expected effective duration for portfolio (at the horizon) 3.953.95 Expected convexity for portfolio (at the horizon) 19.5034.00 Expected change in government bond yield curve 0.60%0.60%\begin{array}{l}\text { EXНПВ Т } 3 \text { Selected Data for Australian Bullet and Barbell Porrtolios }\\\begin{array} { l c c } \hline & \text { Bullet } & \text { Barbell } \\\hline \text { Investment horizon (years) } & 1.0 & 1.0 \\\text { Average bond price for portfolio currently } & 98.00 & 98.00 \\\begin{array} { l } \text { Average bond price for portfolio in one year } \\\text { (assuming stable yield curve) }\end{array} & 99.75 & 100.00 \\\text { Expected effective duration for portfolio (at the horizon) } & 3.95 & 3.95 \\\text { Expected convexity for portfolio (at the horizon) } & 19.50 & 34.00 \\\text { Expected change in government bond yield curve } & - 0.60 \% & - 0.60 \% \\\hline\end{array}\end{array}


Definitions:

Work in Process

The inventory account that records products in production but not yet completed.

Property, Plant, and Equipment

Long-term tangible assets owned by a business that are used in producing goods or providing services.

Standard Costs

Predetermined costs for materials, labor, and overhead used as a benchmark to measure actual performance against.

Direct Labor-Hours

The total hours of labor directly involved in the production of goods or services.

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