<span>D. Both depict the beauty of nature at the same time of the year.</span>
It's an inhuman task to make all of these decisions correctly. That doesn't mean we should stop trying to do our best, to make the right decisions whenever possible.
Answer:
I was 80 francs richer before coming here.
Explanation:
<u>The comparative degree, as the name suggests, compares two things to show which has the lesser or greater degree of the quality stated. For instance, I can compare my height to someone else's: Mark is shorter than I am.</u>
We are supposed to transform a sentence by using the comparative degree. The sentence is: <em>But before coming here, I had at least 80 francs</em>. Since we do not have the context in which the speaker says that, I will assume this person had at least 80 francs, but now he/she does not. Having that in mind, we can create the following sentence in the comparative degree:
I was 80 francs richer before coming here.
We have to find when she will accumulate $175. If she saves $5 more for each month, then in the following months she will save 15, 20, 25 and so on. We can generalize this sequence as 10 + 5(n-1), where n is the number of the months. Applying the sum of nth formula of algebraic sequence, we can write
The correct answer is 7 months. We can check that for seven months she will save 15, 20, 25, 30, 35, 40 and including the first 10 dollar will sum up to 175 dollars.
A. Teaching native children English and encouraging them to shad their cultural identities. (APEX)
