LA Military Test

A warchest refers to a large sum of money that is saved in case of war. It is important to have a warchest because without it, one would not be able to fund military operations and effectively fight in a war.

The correct answer is Communist, Defcon 1 & Threat Severe. In a war scenario, a Communist government type would be more inclined to take aggressive actions and mobilize its resources for war. Defcon 1 indicates the highest level of military readiness, suggesting an imminent threat or conflict. Threat Severe implies a high level of danger or risk, further emphasizing the need for a strong defensive stance.

Gathering intelligence is a useful spy attack as it allows spies to obtain valuable information that can be used for various purposes such as national security, military strategies, or even corporate espionage. By collecting intelligence, spies can gain insights into the plans, activities, and secrets of their targets, enabling them to make informed decisions and take appropriate actions. This information can be crucial in preventing potential threats, uncovering hidden agendas, or gaining a competitive advantage.

Guerilla Camps are the most important improvement during war time because they provide a strategic advantage for guerrilla warfare tactics. These camps allow for covert operations, ambushes, and hit-and-run attacks on enemy forces. They also serve as a base for training and organizing guerrilla fighters. With their ability to blend into the surroundings and launch surprise attacks, guerilla camps can significantly disrupt the enemy's operations and morale. This makes them a crucial asset in asymmetrical warfare scenarios where conventional tactics may not be as effective.

When declaring war on someone, they must be within the range of 75%-133% of your Nation Strength. This means that the opponent's strength should not be less than 75% of your nation's strength, but also not more than 133% of your nation's strength. This range ensures that the opponent is neither too weak nor too strong compared to your nation, allowing for a fair and balanced conflict.

The correct answer is "One" because the question is asking for the number of times per day that military can be deployed. The word "One" indicates that military can only be deployed once per day.

A Planned Attack is the most suitable option when the odds of success are at 70%. This type of attack allows for a strategic approach, carefully considering the strengths and weaknesses of both sides. It involves thorough planning, analyzing the target's defenses, and selecting the appropriate units and tactics to maximize the chances of victory. By choosing a Planned Attack, the player can ensure a calculated and well-executed assault, minimizing potential losses and increasing the likelihood of a successful outcome.

To do maximum damage in an air attack, the total bomber strength needs to be 9. This means that you need to have a bomber strength of at least 9 to achieve the highest level of destruction during an air attack. Having a total bomber strength of 9 ensures that you have enough firepower and resources to cause significant damage to the target.

Quadding refers to the act of attacking both sides of an update in a video game. When a game is updated, certain changes or improvements are made to the gameplay. By attacking either side of the update, players can exploit any vulnerabilities or weaknesses that may have been introduced, giving them an advantage over their opponents. This strategy allows players to adapt quickly to the changes and maximize their chances of success.

The Underdog Tactic applies to battle odds that range from 5-15%. This means that it is applicable when the chances of winning a battle are relatively low, but not extremely low. It suggests that in these situations, one should adopt a strategic approach that takes advantage of the opponent's overconfidence or underestimation. By using unexpected tactics or exploiting weaknesses, the underdog can increase their chances of success despite the odds being against them.