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NEW QUESTION: 1
The General Electric (GE) portfolio model for competitive analysis of strategic business units (SBUs) should be compared with the Boston Consulting Croup's growth-share matrix. The GE model:
A. Considers such factors for business strength as market size, growth rate, and price levels.
B. Considers such factors for market attractiveness as market share, growth rate, and marketing skills.
C. Is a matrix with two variables:relative market share and market growth rate.
D. Calculates an index for each of its two variables.
Answer: D
Explanation:
The GE model is a multifactor portfolio matrix with two variables. Business strength or competitive position (BUS) is on one axis, and market attractiveness (MAT) is on the other. BUS is classified as strong, medium, or weak, and MAT is classified as high, medium, or low. Thus, the matrix in this model is 3 x 3 and has nine cells. SBUs are shown in the matrix as circles. Circle size is directly proportional to the size of the related market, with a shaded portion in the circle that represents the SBU's market share. To measure BUS and MAT, the firm must isolate the multiple factors affecting each, quantify them, and create an index. Factors will vary with each business. The measurements will provide the values on the axes of the matrix.

NEW QUESTION: 2
このSQLステートメントを調べます。

どちらが本当ですか？
A. サブクエリは、employeesテーブルのすべての行に対して実行されます。
B. サブクエリは相関サブクエリではありません。
C. DELETEステートメントが実行される前にサブクエリが実行されます。
D. サブクエリが複数の行を選択した場合でも、DELETEステートメントは正常に実行されます。
E. EMPLOYEESテーブルの既存のすべての行が削除されます。
Answer: A,C

NEW QUESTION: 3
You are preparing to give an intravenous dose of 400,000 units of penicillin G benzathine (Bicillin). The 10
mL ampule label reads penicillin G benzathine 300,000 units per mL. You prepare to administer how
much of the medication?
A. 1.3 mL
B. 10 mL
C. 13 mL
D. 1.5 mL
Answer: A
Explanation:
The nurse would administer 1.3 mL of penicillin G benzathine.
Desired dose: 400,000 units
Available concentration: 300,000 units (Units) per 1 mL (Volume)
(Desired dose / Available concentration (units)) * Available dose concentration (volume) = Milliliters per
desired dose (400,000 units / 300,000 units) * 1 mL = 1.3 * 1 mL = 1.3 mL