Answer: A
Explanation: makes more sense
Hey there Miyanna!
Algebraic Question::
**Question: 3p - 2 = -29**
Explanation:
We have to find the number furthest away from the variable "p" (not include the -29) That would be 2!
So we put the number 2 next to the -29 and make the operation a "+" as it has become opposite, prior to its operation before.
So, -29 + 2 = -27
The next number furthest away from "p" would be 3!
So we drag that down to -27 and divide it as it's operation has become opposite:
-27 / 3 = -9!
**Answer: -9
Hope this helped :)
Answer:
B. Those who seek great place sacrifice as much as they gain.
Explanation:
For Bacon, the search for the great place is an extremely strange desire, since the great place does not promote perks, but sacrifices so difficult to carry that they often cause men to lose their ways and their goals. He affirmed that upon arriving at the great place, man becomes more servant than he has ever been, they lose their freedoms and wills and often end up losing themselves, even being corrupted.
Answer:
A. The author of "Grandpa's Beat-up Banjo" uses a one-on-one music competition instead of a physical fight to make the story more realistic to modern audiences.
Explanation:
- To make the story more realistic to modern audiences, the author of "Grandpa's Beat-up Banjo" uses a one-on-one music competition rather than a physical fight.
A. The author of "Grandpa's Beat-up Banjo" uses a one-on-one music competition instead of a physical fight to make the story more realistic to modern audiences.
B. The author of "Grandpa's Beat-up Banjo" uses a character whose tools seem inadequate instead of the character's size as what makes the outcome unlikely.
C. The author of "Grandpa's Beat-up Banjo" does not give a specific location as part instead of naming the particular place because the historical context is not important to the story.
D. The author of "Grandpa's Beat-up Banjo" uses bragging rights as the motivation for Grandpa's entry into the competition rather than his desire to win being connected to the potential prize money.
