1. a verb form ending in -ing used as an adjective
2. a verb form used as another part of speech
3. a verb form ending in -ing used as a noun
4. group of words without a subject or verb used as single part of speech
5. verb form preceded by to, used as a noun, an adjective, or an adverb
6. phrase beginning with a preposition
7. prepositional phrase modifying a noun or pronoun
8. participle with complements and modifiers
9. verb ending in -ing used with a helping verb
10. prepositional phrase modifying a verb, adjective, or adverb
11. A conjunction that joins words or groups of words of equal rank.
12. An adjective clause that is essential to the meaning of the sentence.
13. A verbal form ending in -ing with its object and modifiers used as a noun.
1.Participle
2.Verbal
3.Gerund
4.Phrase
5.Infinitive
6.Prepositional Phrase
7.Adjective Phrase
8.Participle Phrase
9.Verb Phrase
10.Adverb Phrase
11.Coordinating
12.Restrictive Clause
13.Gerund Phrase
Answer:
The ideas presented about prison life in these references by the speaker is about how it feels like to be in confinement.
Explanation:
'Cloudy Day' is a poem written by Jimmy Santiago Baca. The speaker of the poem is someone who is confined in the prison and narrates to his reader about what it feels like to be in confinement. Despite the speaker is in confinement, the poem speaks of hope.
In lines 9-12 and 20-23, the speaker is presenting the ideas of what it feels like to be in confinement. While sitting in his cell, the speaker sees outside where guards are guarding. The speaker tries to think what freedoms look like and how it will look like when he will be out of the prison.
You can infer that the man owns a dog or several dogs, since he has a cart full of dog food.
Baii hope this helps <3
Answer:
Option (c) is correct.
Explanation:
Tina wrote two equations :
3x - y = 9 ...(1)
And
4x + y + 5 = 0
4x + y = -5 ....(2)
Adding equation (1) and (2) we get :
3x - y + 4x + y = 9+5
7x = 14
x = 2
Put the value of x in equation (1)
3(2)-y=9
6-y=9
y = -3
The solution of the equation (1) and (2) is x = 2 and y = -3
Hence, the correct conclusion is "(2, –3) is a solution to the system of linear equations".
