Question 6 of 10

A gift of money or goods from the groom or his kin to the bride's kin is referred to as:

Bond [772]

Bride wealth or bride price

6 0

3 years ago

when kendra's manager asked the team to come up with new ideas for attracting people to their trade show booth, kendra suggested

NikAS [45]

The analytical decision-making process Kendra's idea exemplifies.

Analytical selection-makers cautiously analyze data to come up with an answer. They're cautious and adaptable thinkers. they may invest time to glean records to shape an end.

Those decision-makers are assignment-oriented but have a high tolerance for ambiguity.

The four classes of decision making

1] Making habitual choices and judgments. whilst you go shopping in a grocery store or a department save, you normally select from the goods before you.

2] Influencing results.

three] setting aggressive bets.

4] Making strategic selections.

The constraint of choice-making research.

Learn more about analytical decision-making here: brainly.com/question/25870371

#SPJ1

6 0

1 year ago

Richland’s real GDP per person is $10,000, and Poorland’s real GDP per person is $5,000. However, Richland’s real GDP per person

dangina [55]

Answer:

It will take approximately 36 Years to Poorland to catch up to Richland.

Explanation:

Given data:

The GDP increase in Poorland per year = 1 %

The GDP increase in Richland per year = 3 %

Calculations:

Step 1: For Richland:

The formula for calculating the per year GDP increase for Richland is:

GDP = 10,000 + (10,000 x (1/100)) ---- (1)

GDP for first Year = 10,100$

GDP for second Year = 10,201 $

Similarly using the formula (1) we calculated the values for 10 and 20 years

GDP for 10th Year = 11046.2$

GDP for 20th Year = 12201.9$

Step 2: For Poorland:

The formula for calculating the per year GDP increase for Poorland is:

GDP = 5,000 + (5,000 x (3/100)) ---- (1)

GDP for first Year = 5,150$

GDP for second Year = 5,304.5 $

Similarly using the formula (1) we calculated the values for 10 and 20 years

GDP for 10th Year = 6719.6$

GDP for 20th Year = 9030.6$

Step 3: When will Poorland catch up to Richland:

By calculating values using the above formulas, we have found that for 38th year, Poorland will catch upto Richland and will have more GDP.

Poorland GDP for 36th Year = 14491.4$

Richland GDP for 36th Year = 14307.7$

6 0

3 years ago

Exercise Bicycle Company is expected to pay a dividend in year 1 of $1.20, a dividend in year 2 of $1.50, and a dividend in year

prisoha [69]

Answer:

E. $40.68

Explanation:

The computation of the stock worth today is shown below:

= (Dividend in year 1 ÷ 1 + required rate of return^number of years ) + (Dividend in year 2 ÷ 1 + required rate of return^number of years) + (Dividend in year 3 ÷ 1 + required rate of return^number of years) + (Dividend in year 3 ÷ 1 + required rate of return^number of years) × (1 + growth rate) ÷ (required rate of return - growth rate)

= $1.2 ÷ 1.14 + $1.5 ÷ 1.14^2 + $2 ÷ 1.14^3 + $2 ÷ 1.14^3 × (1 + 10%) ÷ (14%-10%)

= $40.68

We simply applied the above formula

3 0

3 years ago

Suppose that a lumberyard has a supply of 10-ft boards, which are cut into 3-ft, 4-ft, and 5-ft boards according to customer dem

Alja [10]

Answer :

Some answers are attached below

Explanation:

a) Based on the information provided, below are the all possible sensible patterns the lumberyard may use to cut the 10-ft boards -

Pattern Number 3-ft boards 4-ft boards 5-ft boards Waste (<3-ft)

1 3 0 0 1

2 2 1 0 0

3 1 0 1 2

4 0 1 1 1

5 0 2 0 2

6 0 0 2 0

b) ILP Formulation

Objective Function

Minimize Number of 10 ft-boards to be cut

Z = x1+x2+x3+x4+x5+x6 where xi is the number of boards for pattern i

subject to constraints -

3x1+2x2+x3>=90 ----> 3-ft boards

x2+x4+2x5>=60 ----->4-ft boards

x3+x4+2x6>=60 ----->5-ft boards

Xi>=0 ---->Non-negativity constraint

Below is the excel solver formulation and solution -

The optimal number of Pattern 1,5,6 =0, Pattern 2,3 and 4 = 30

The minimum number of 10 ft-boards to be cut = 90

7 0

3 years ago

Read 2 more answers