Question
What is the exact number of Senior employees in the
Development department if the total employees in Development are distributed among the experience levels based on the percentage distribution given? Direction: A company organizes an annual evaluation of employees across its five departments: Research, Development, Finance, Marketing, and Operations. Each department has employees distributed among three experience levels: Junior, Mid-Level, and Senior. The total number of employees across all departments is 600. The following information is known about the distribution and experience levels of the employees in each department: The Research department comprises 18% of the total employees, and within this department, the ratio of Junior to Mid-Level to Senior employees is 3:4:2. The Development department has 22% of the company's total employees, with Junior employees making up 40%, Mid-Level employees 35%, and the rest Senior employees. In the Finance department, which has 16% of the total employees, the Junior, Mid-Level, and Senior employees are in the ratio 2:3:1, respectively. The Marketing department has 26% of the company's total employees, with Junior, Mid-Level, and Senior employees distributed in the ratio 5:4:3. The Operations department includes the remaining employees, with 20% in the Junior level, 60% in the Mid-Level, and the remaining employees in the Senior level. Answer the following questions based on the above data.Solution
Development department employees = 22% of 600 = 132 Junior employees in Development = 40% of 132 = 52.8 Mid-Level employees in Development = 35% of 132 = 46.2 Senior employees = 132 – 52.8 – 46.2 = 33
A sector of a circle has a central angle of 90°. If the radius of the circle is 10 cm, what is the area of the sector?
In a circle, the length of a chord is 20 cm, and the perpendicular from the center to the chord divides it into two equal parts. If the distance from th...
The area of a square is 3,600 cm². Find the area of a circle whose radius is (2/3)ᵗʰ of the side of the square. (Use π = 3.14)
If the angle of a sector of a circle is 600 & its radius is 14 cm , find the length of arc of this sector?
Find the length of the direct common tangent of two circles with radii 8 cm and 5 cm respectively, if the distance between their centres is 11 cm.
The circumference of a circular park is 44 m. What is its radius? (Take pi = 22/7)
The circumference of the two circles is 120 cm and 428 cm respectively. What is the difference between their radii?
Determine the diameter of the incircle of a triangle whose area is 60 cm² and the semi-perimeter is 20 cm.
A chord is 24 cm long and distance from center is 7 cm. Find radius.
In a triangle, PT is tangent and PAB is secant which cuts on a circle at points A & B. If PT= 12 cm, PA= 8 cm then find the legth of AB.