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NEW QUESTION: 1
A stock planner wants to change the field Minimum Safety Stock for an article in many sites. What procedures are available for doing this? (Choose two)
A. In mass maintenance, select the logistics data for the article and change the field value for the relevant article - store combinations.
B. In the purchasing view of the article master at the validity level Vendor, change the field value for the relevant stores.
C. For integrated mass change, assign the field to a maintenance group and use this maintenance group in integrated mass change.
D. In table MARA, select the article and the stores and change the field value.
Answer: A,C

NEW QUESTION: 2
あなたはワイナリーのデータサイエンティストとして雇われています。以前のデータサイエンティストはAzureMachineLearningを使用していました。
モデルを確認し、各モデルがどのように決定を下すかを説明する必要があります。
どの説明モジュールを使用する必要がありますか？回答するには、回答領域で適切なオプションを選択します。
注：正しい選択はそれぞれ1ポイントの価値があります。

Answer:
Explanation:

Explanation:
Meta explainers automatically select a suitable direct explainer and generate the best explanation info based on the given model and data sets. The meta explainers leverage all the libraries (SHAP, LIME, Mimic, etc.) that we have integrated or developed. The following are the meta explainers available in the SDK:
Tabular Explainer: Used with tabular datasets.
Text Explainer: Used with text datasets.
Image Explainer: Used with image datasets.
Box 1: Tabular
Box 2: Text
Box 3: Image
Reference:
https://medium.com/microsoftazure/automated-and-interpretable-machine-learning-d07975741298

NEW QUESTION: 3
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A. Teleprensence
B. TE30VTE40/TE50/TE60
C. RP series
D. DP300
E. TE10VTE20
Answer: B,C,E

NEW QUESTION: 4
Which of the following statements are true?
I. Macaulay duration of a coupon bearing bond is unaffected by changes in the curvature of the yield curve.
II. The numerical value for modified duration will be different for bonds with identical nominal coupons and maturity but different compounding frequencies.
III. When rates are expressed as continuously compounded, modified duration and Macaulay duration are the same.
IV. Convexity is higher for a bond with a lower coupon when compared to a similar bond with a higher coupon.
A. II and III
B. I and IV
C. All statements are correct
D. I, II and III
Answer: A
Explanation:
Explanation
Macaulay duration is the weighted average of the present value of payments received on a bond, weighted by the year in which the payments are received. If the yield curve changes shape, it will change the present values of the coupons and therefore also the Macaulay duration. Statement I is therefore not correct. However, if the bond were to be a zero-coupon bond, changes in the curve will not affect its duration so long as the interest rate at maturity stays constant.
Modified duration = Macaulay Duration/(1 + rate/compounding frequency). Therefore modified duration will change if the compounding frequency changes, assuming the nominal rate of interest for the coupons are identical. Therefore statement II is correct.When rates are expressed as continuously compounded rates, modified duration and Macaulay duration will be identical. This intuitively follows from the formula for modified duration: Modified duration = Macaulay Duration/(1 + rate/compounding frequency). For continuously compounded rates, the compounding frequency approaches infinity, so the denominator approaches 1, leaving modified duration equal to the Macaulay duration. Therefore statement III is correct.
Convexity is higher for a bond that has its payments spread out compared to a bond that has its payments concentrated at a single point in time. For a bond with a higher coupon, the higher coupons have the effect of spreading the present value of the bond over a longer period, when compared to a bond with lower coupons where the payment is comparatively more concentrated at the maturity. Therefore Convexity is higher for a bond with a lower coupon when compared to a similar bond with a higher coupon. Statement IV is not correct.

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