"quantity"exercise:Price target

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Questions 1:

The figure below shows the histogram for the distribution of weekly returns on an index.

quantity exercise:Price target

The median of the returns on the index, if compared to the mean, will most likely be:

A 、smaller.

B、 equal.

C、 greater.

Questions 2:

A technical analyst observes a head and shoulders pattern in a stock she has been following. She notes the following information:

quantity exercise:Price target

Based on this information, her estimate of the price target is closest to:

A、 $59.50.

B 、$48.00.

C 、$44.50.

View answer resolution

【Answer to question 1】A

【analysis】

A is correct. The histogram clearly shows that the return distribution of the index is positively skewed (skewed to the right) and is unimodal (it has one most frequently occurring value). For a positively skewed unimodal distribution, the median is always less than the mean.

B is incorrect. By looking at the histogram, it is clear that the return distribution of the index is positively skewed (skewed to the right) and is unimodal (it has one most frequently occurring value). For a positively skewed unimodal distribution, the median is always less than the mean.

C is incorrect. By looking at the histogram, it is clear that the return distribution of the index is positively skewed (skewed to the right) and is unimodal (it has one most frequently occurring value). For a positively skewed unimodal distribution, the median is always less than the mean.

【Answer to question 2】B

【analysis】

B is correct. Price target = Neckline − (Head − Neckline). In this example, Price target = $65.75 − ($83.50 − $65.75) = $65.75 – $17.75 = $48.00.

A is incorrect because 59.50 = Neckline – (Shoulder – Neckline) = 65.75 – (72 – 65.75).

C is incorrect because 44.50 = Current Price – (Head – Current Price) = 64 – (83.50 – 64).

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