Answer:
B) joining the League of Nations
Explanation:
- The Washington advice was that the country should try to avoid the permanent alliance with the foreign nations as during the times of the extreme dangers may be necessary. And asserted that the current treaties should be honored but not extended.
Immortality is a starting item found in the Little Alchemy 2 paying for pack Myths and monsters.
Little Alchemy is a video game in which the player must combine elements to create new elements. The game begins with a screen in which four basic elements are:
The player must start combining these four and discover new elements.
This game is free to download on Android and iOS devices.
In the second version of the game, some improvements have been made. One of them is the ability to buy item packs, this feature allows the player to have more fun and create unconventional items. One of them is immortality, which is an initial element.
To access immortality, you must buy the content pack called Myths and monsters.
Learn more in: brainly.com/question/2645014
Answer:
option C Holland is your answer ☺️☺️☺️
All the given statements are true except regions covered by glacial ice are termed periglacial environments.
<u>Explanation:</u>
Periglacial environments are regions on the edges of the glaciers. These areas or environments are not covered with ice. There is permanent frost in these environments but ice cover is lacking.
The other statements are all true. Antarctica glaciers are carving off leading to loss of glaciers. Glaciers usually move because of frictional forces between ice and its substrate. Northern Canada is experiencing glacial rebound.
Answer: Law of closure
Explanation:
Based on the information given in the question, Sean continues to swear the moon is full because of the law of closure.
The law of closure is the perception of people with regards to pictures, letters, etc. when they believe that the items are whole even though they aren't complete. Here, the moon isnt full but Sean thinks it is due to the law of law of closure.
