General Grant believed that total war was a military strategy that aimed to completely destroy an enemy's ability to fight by targeting not only military resources but also civilian infrastructure and morale.
This strategy aimed to demoralize and disrupt the enemy's population and economy, making it impossible for them to continue the war effort.
While effective in achieving victory, total war can have devastating consequences for civilians and infrastructures, as seen in the American Civil War and World War II.
Targeting civilian populations and infrastructure can result in significant loss of life, destruction of homes, and lasting trauma for affected communities.
In my opinion, total war is not an appropriate war strategy in modern times. The principles of just war and international humanitarian law seek to protect civilians and limit the destruction of infrastructure.
Therefore, it is necessary to consider the human cost of any military action and seek to minimize harm to civilians and infrastructure. While war is sometimes necessary to protect against aggression, efforts must be made to protect innocent lives and minimize destruction.
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B) oil prices raise
C) oil prices collapse
D) oil stops being sold
When OPEC countries decide to limit production what happens is option B) oil prices raise. The Organization of Petroleum-Exporting Countries (OPEC), has a great influence on the production and price of oil. If the countries are unsatisfied with the oil price, they decide to limit production and wait for the price to raise.
b. horses
c. buffalo
d. small game
Answer:
D) Horses
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What is the greatest number of pens she can buy?
Pens cost £0. 32
Pencils cost £0. 8
Rosie can buy 13 pens and 13 pencils for a total cost of £14.56, which is less than £15.
Let's start by assuming that Rosie buys x pens and x pencils. Since the number of pens and pencils she buys is the same, we can represent the total amount spent on pens and pencils as:
Total cost = (cost per pen) × (number of pens) + (cost per pencil) × (number of pencils)
Total cost = £0.32x + £0.8x
We know that Rosie has £15 to spend, so we can set this equal to the total cost and solve for x:
£15 = £0.32x + £0.8x
Simplifying, we get:
£15 = £1.12x
Dividing both sides by £1.12, we get:
x = 13.39
Since Rosie can only buy a whole number of pens, the greatest number of pens she can buy is 13. To check, let's calculate the total cost:
Total cost = £0.32 × 13 + £0.8 × 13 = £4.16 + £10.40 = £14.56
So Rosie can buy 13 pens and 13 pencils for a total cost of £14.56, which is less than £15.
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