Answer: C. the graph contains (1, 1/10)
Step-by-step explanation:
When x=1,
.
Answer:
Step-by-step explanation:
I got 480 in^3
My answer -
line graph and a bar graph
P.S
Happy to help you have an AWESOME!!! day :D
Step-by-step explanation:
a short essay written by George III reviewing the causes and effects of the American Revolution. It potentially provides a fascinating insight into the thoughts of King George about the future of the British Empire after the loss of America; however, researchers need to be cautious about how they approach the essay. The words of the essay substantively replicate a published essay by Arthur Young, a leading British agricultural theorist who shared George’s passion for improving farming techniques. Therefore, before analysing the language of the piece, we must first determine why Young’s words appear in the handwriting of the King.
There are two likely explanations for this situation. In one case, Young may have shared with George an earlier draft that the King copied and possibly amended. The second explanation is that George copied Young’s published essay then adapted the words in order to help him make sense of them, a conventional eighteenth-century process for learning called commonplacing. Each scenario prompts a slightly different interpretation of how the words reflect George’s thoughts on the British Empire. If the first scenario proves to be the most likely explanation then it suggests George may have corresponded with Young about his ideas in ways that have been overlooked until now. If the second scenario proves more plausible, then George’s editorial changes may indicate how the King imagined the future of the British Empire
<span>Arthur has $90 and spent $40 and gave the $20 to his brother. The total cost of the money he gave was $60. It leaves him with only $30 to keep. If you'll do the math, Arthur had already spent ⅔ of his money. Let’s say that $90 is equals to a whole number 1 or 3/3 and $60 was its ⅔. Subtract ⅔ ($60) from 3/3 ($90) which will leave you with ⅓ . Only ⅓ of Arthur's money was left after spending it.<span>
</span></span>