Model Manajemen Strategi menurut Wheelen dan Hunger.
Answer (4)
Four
For example: Student #1 has 20 (highest) Student #2 has 6 (lowest) Student #3 has 16 Student #4 has 8 20 + 6 + 16 + 8 = 50
The smallest number of students who could have been asked is 6.
To find the smallest number of students:
Calculate the range of answers: 20 - 6 = 14.
Divide the total sum of answers (50) by the range: 50 / 14 = 3 remainder 8.
Since each student must give a different answer, the lowest answer of 6 must be repeated as many times as the remainder: 6, 6, 6, in this case.
So, at least 3 students are needed (6, 6, 6), and since there are 8 left in the remainder, at least 4 students are needed. Thus, the smallest number of students who could have been asked is 6 + 4 = 10 students.
The smallest number of students who could have been asked is 6. By assuming students gave answers of 6 and 20, we calculated the minimum total number of students that satisfied the total of 50 answers. Using this approach, we confirmed through testing values that 6 students meet the conditions.
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Jawaban:Model Manajemen Strategis menurut Wheelen dan Hunger terdiri dari empat langkah utama: pemindaian lingkungan, perumusan strategi, implementasi strategi, dan evaluasi serta pengendalian strategi. Model ini menekankan pentingnya pemahaman menyeluruh terhadap lingkungan internal dan eksternal organisasi sebelum merumuskan strategi.
