Grade 4 English - Worksheet Digital - Free Printable

Let's solve each question step by step and explain the reasoning:

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Question 1:

The beggar lived a ________ life on the street. He had to beg all day.

- A. quiet
- B. happy
- C. miserable
- D. successful

#### Explanation:
The sentence describes a beggar who has to beg all day, which implies a difficult or challenging lifestyle. The word that best fits this context is "miserable," as it conveys hardship and suffering.

#### Correct Answer:
C. miserable

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Question 2:

I cut ________ while slicing onions in the kitchen.

- A. itself
- B. myself
- C. herself
- D. himself

#### Explanation:
The subject of the sentence is "I," so the reflexive pronoun must match the first-person singular form. The correct reflexive pronoun for "I" is "myself."

#### Correct Answer:
B. myself

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Question 3:

________ I ________ Susie will be attending Mary’s party.

- A. Either, if
- B. Neither, if
- C. Neither, or
- D. Neither, nor

#### Explanation:
The sentence structure suggests that neither the speaker nor Susie will attend the party. The correct conjunctions to express this idea are "Neither...nor," as they indicate negation for both subjects.

#### Correct Answer:
D. Neither, nor

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Question 4:

Ivan swam very hard, yet he could not go ________ the tide.

- A. along
- B. across
- C. among
- D. against

#### Explanation:
The phrase "go against the tide" is an idiomatic expression that means swimming or moving in the opposite direction of the current or flow. In this context, Ivan is struggling because he is swimming against the tide.

#### Correct Answer:
D. against

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Question 5:

Jason found a bird’s nest in ________ backyard.

- A. its
- B. his
- C. her
- D. their

#### Explanation:
The subject of the sentence is "Jason," who is male. Therefore, the possessive pronoun that matches "Jason" is "his." This indicates that the backyard belongs to Jason.

#### Correct Answer:
B. his

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Final Answers:

1. C. miserable
2. B. myself
3. D. Neither, nor
4. D. against
5. B. his

Boxed Final Answer:
\boxed{C, B, D, D, B}