While in the hebrides, what did mendelssohn send to his sister franny and why? in what way was his overture unique?

He sent letters to Fanny, to tell his sister how much he liked Hebrides,

Explanation:

Felix Mendelssohn was a composer, pianist and German conductor of the beginning of the romantic period. Some of his best known works are the Dream Suite of a Midsummer Night (which includes the famous wedding march).

Mendelssohn was influenced by nature as was most of the composers of the period. One of the results of this influence was the play known as "The Hebrides" which describes the ancient caves and the rocky coast swept by the winds of Scotland.

On one occasion he wrote letters to his sisters, Fanny and Rebecca, reflecting his esteem for Hebrides: "It is written in heaven that the place covered by mists was and remains my favorite residence.  My heart pounds when I think of it. "

alliances in ww1 were different from ww2 because the entente in ww1 made up of serbia,russia,france,britan,japan and italy later america  and all allied in a sort of balance of power and too keep germany,austria-hungary,and the ottomans down. russia allied the serbians in order to exert its influence in the balkans while france allied the russians because france was still in dismay and insulted after the defeat to the germans during the unification of germany and britian allied the belgians after the germans invasion of belgium.in ww2 the alliances were in a preemptive attempt to deter any further wars into happening while germany and italy allied since they were insulted and humiliated after the previous war while also sharing a similar ideology of facsim along with japan which all 3 had a want for world domination and agreed to assist one another in the endevours 

explanation:

answer: the risk-return relationship. generally, the higher the potential return of an investment, the higher the risk. there is no guarantee that you will actually get a higher return by accepting more risk. diversification enables you to reduce the risk of your portfolio without sacrificing potential returns.

explanation: