Answer:
The writer uses the reporting verb "snarled" to suggest that the merchant is unfriendly and rude. They also use the verb "muttered" which suggests that the merchant is angry and impatient. The writer uses the reporting verb "remarked" to suggest that the grandmother is pleased with the situation. They also use the verb "sang" to suggest that the grandmother is happy and carefree.
Explanation:
The writer uses the reporting verb "snarled" to suggest that the merchant is unfriendly and rude. This verb choices shows that the merchant is not a pleasant person to interact with. They also use the verb "muttered" which suggests that the merchant is angry and impatient. This verb choice reinforces the idea that the merchant is not a nice person, as they are both angry and impatient. The writer uses the reporting verb "remarked" to suggest that the grandmother is pleased with the situation. This verb choice shows that the grandmother is happy with how things are going. They also use the verb "sang" to suggest that the grandmother is happy and carefree. This verb choice reinforces the idea that the grandmother is a happy and content person.
Answer: THROUGH PATRONS, SUCH AS KING JAMES 1!!!
Explanation:
A P E X
I want to say the answer is heroic because he did think it would help
Hi! Im not sure but i believe the answer is:
In The Crucible<span> Abigail accused people of being witches with no proof, and the court blindly believed her statements, taking them as facts. Life experiences such as living through the hysteria regarding Communism and being wrongfully accused of Contempt of congress prompted Arthur Miller to write The </span><span>Crucible.</span>
Answer: 68m
Explanation:
Perimeter of a rectangle = 2(length + width).
To solve the perimeter of the diagram above, the diagram has been broken down into 2 rectangles. Check the attachment for the diagram.
The first rectangle has sides of 4m and 8m. Therefore, the perimeter will be:
= 2(4m + 8m)
= 2(12m)
= 24m
The second rectangle has sides of 6m and 16m. Therefore, the perimeter will be:
= 2(6m + 16m)
= 2(22m)
= 44m
Therefore, the perimeter of the whole diagram will be:
= 24m + 44m
= 68m
