What were the bantu in search of?

Answers

Answer 1

Answer:

Answer:

bofa

Explanation:

Related Questions

____ has contributed the greatest number of immigrants to the United States. france england germany ireland
The best example of a nation with a federal government system is __________.a. the United Kingdom b. the United States c. Saudi Arabia d. France
Which two major religions exist in china? a. buddhism and taoism b. buddhism and shintoism c. confucianism and christianity d. taoism and islam
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The freedom of press was limited under the Charter of ____________.a.
French Liberals
c.
French Liberties
b.
English Liberties
d.
English Liberals

Answers

The correct answer is actually C. French Liberties

(d) English Liberals

In feudal lands that followed the system of primogeniture, land was passed down by fathers to __________.a. youngest sons
b. eldest daughters
c. eldest sons
d. youngest daughters

Answers

In feudal lands that followed the system of primogeniture, land was passed down by fathers to the c. eldest sons.

Feudal times were an era greatly dominated by the classical mindset of the eldest son being superior, so subsequently, the answer should be C. Eldest sons

Women, as a group have, a tendency to vote:a. Democratic
c. Independent
b. Republican
d. Green

Answers

The question is in the context of the US politics (I believe) so it makes the most sense to only speak of the two biggest parties: the Republicans and the Democrats (since the votes for the other parties are marginal)

Women have the tendency to vote Democrat and the men have the tendency to vote Republican (answer is a)!

In the _____ method, the titles of the offices appear across the ballot, then the candidates of both parties for each office are placed below the titles. party column office-bloc arrangement split-ticket long ballot

Answers

Answer

Office-bloc arrangement

Explanation:

One who is accountable for the proper administration of the election. office bloc arrangement, indications of offices resemble across the ballot, the contestants of parties for each office are below the headlines.

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In the office bloc arrangement method, the titles of the offices appear across the ballot, then the candidates of both parties for each office are placed below the titles. party column office-bloc arrangement split-ticket long ballot

Which of the following statements is most correct? Select one: a. KSFs are both necessary and sufficient for competitive advantage.
b. KSFs are often necessary, but not sufficient for competitive advantage.
c. KSFs are often sufficient, but not necessary for competitive advantage.
d. KSFs are neither necessary nor sufficient for competitive advantage.
e. None of these statements is correct.

Answers

Answer: (A.) KSFs are both necessary and sufficient for competitive advantage.

Explanation: Key success factor (KSF) is a process whereby the customers access a firm to and gives them a feedback on their strengths, weakness and generally areas they need to improve on. These factors are determined by customers who consume the goods/services of that company and these factors are vital to the optimal company-customer relationship.

Key Success Factors (KSF) are generally areas that a company needs to pay keen attention to, in order to achieve its goals.

KSF if properly used can give a company an added advantage in a very competitive market, as the goods/services they would deliver would effectively match with the demands of their customers/target market .

David is choosing between two exercise routines. In Routine #1, he burns calories walking. He then runs at a rate that burns calories per minute. In Routine #2, he burns calories walking. He then runs at a rate that burns calories per minute. For what amounts of time spent running will Routine #1 burn at most as many calories as Routine #2? Use for the number of minutes spent running, and solve your inequality for .

Answers

Answer:

The answer is below

Explanation:

The question is not complete, the complete question is in the form of: David is choosing between two exercise routines. In Routine #1, he burns 20 calories walking. He then runs at a rate that burns 10.5 calories per minute. In Routine #2, he burns calories 38 walking. He then runs at a rate that burns 8.5 calories per minute. For what amounts of time spent running will Routine #1 burn at most as many calories as Routine #2? Use for the number of minutes spent running, and solve your inequality for .

Answer:

Let us assume that the number of minutes spent running is t minute. The equation that represents the total calories burnt for routine 1 is given as:

20 + 10.5t

While the total calories burnt for routine 2 is given as:

38 + 8.5t

Since Routine #1 burn at most as many calories as Routine #2, hence it can be represented by the inequality

20 + 10.5t < 38 + 8.5t

Solving the inequality:

10.5t - 8.5t < 38 - 20

2t < 18

t < 9 minutes

For routine 1 to burn at most as many calories as routine 2, the time spent running must be less than 9 minutes

Final answer:

David should run for less than or equal to (W2 - W1) / (R1 - R2) minutes for the calories burned in Routine #1 to be at most equal to that of Routine #2. W1, W2, R1, and R2 represent the number of calories burned walking and running rate in each routine, respectively.

Explanation:

The question doesn't provide specific figures for the amount of calories burned through walking or running in either routine. Therefore, for our purposes, let's denote the number of calories burned walking in Routine #1 and #2 as W1 and W2 respectively, and the rate of calories burned per minute running as R1 and R2 respectively.

If x represents the time (in minutes) David spends running, the total number of calories burned in Routine #1 would be W1 + R1*x, and for Routine #2 it would be W2 + R2*x.

David would burn at most as many calories with Routine #1 as he would with Routine #2 when W1 + R1*x ≤ W2 + R2*x. To solve this inequality for x, you would perform the following steps:

Subtract W1 from both sides of the inequality to isolate the variable terms on one side: R1*x ≤ W2 - W1 + R2*x
Subtract R2*x from both sides: (R1 - R2) * x ≤ W2 - W1
Divide by R1 - R2 to solve for x: x ≤ (W2 - W1) / (R1 - R2)
The amount of time spent running for which Routine #1 burns at most as many calories as Routine #2 is given by x ≤ (W2 - W1) / (R1 - R2).