Can You Crack The Five Grammar Questions in This Puzzle? Take a look at this interesting grammar puzzle. If you like solving mysteries like this, we invite you to try this special grammar puzzle.
Can You Crack The Five Grammar Questions in This Puzzle?
Let’s explore grammar puzzles. These are like puzzles that challenge your grammar and thinking. They can keep your mind active and reduce stress. There are many different grammar challenges to enjoy, including the ones coming up next. This challenge is a bit tricky and is for people who are really good at grammar and notice small details. When you become a master at this kind of puzzle, it’s not just for fun. It gives you skills that can be helpful in many parts of your life. Even though the puzzle might seem hard at first, your goal is to find a solution that follows the grammar rules exactly and uncovers the puzzle’s secrets. The next section will explain this grammar puzzle in detail and show you how to solve it.
1. He ___ to play basketball
The word “loves” is used in the sentence “He loves to play basketball” because it shows that someone has a strong liking or enjoyment for playing basketball. In this context, “loves” is a verb that describes a person’s strong affection or passion for an activity. This follows the grammar rule where “loves” is the third-person singular form of the verb “love,” which is used when talking about something one person really enjoys doing.
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2. Does he ___ to school?
The word “go” is used in the question “Does he go to school?” because it is a verb that asks whether or not someone regularly attends school. In this context, “go” is part of a question and is used to find out if a person engages in the action of attending school. The grammar rule here is that when forming questions in the present simple tense, we use “do” or “does” (in this case, “does” is used because it’s about a third-person singular subject, “he”) followed by the base form of the verb, which is “go” in this sentence. It’s a way of asking if someone regularly attends school.
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3. She ___ two brothers
The word “has” is used in the sentence “She has two brothers” because it indicates that she possesses or is in the state of having two brothers. In this context, “has” is a verb that shows ownership or possession. The grammar rule at play is that when talking about someone’s ownership or possession of something, we use “has” with a singular subject, such as “she,” followed by the object, in this case, “two brothers.”
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4. She ___ to work by car
The word “goes” is used in the sentence “She goes to work by car” because it describes how she travels to her workplace. In this context, “goes” is a verb that indicates the action of moving from one place to another. The grammar rule here is that when talking about someone’s routine or regular actions, we use the base form of the verb, which is “go” in this case, and add an “–es” ending to the verb for third-person singular subjects like “she.” This is a way to say that she regularly uses a car to commute to her workplace.
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5. She ___ books every night
The word “reads” is used in the sentence “She reads books every night” because it indicates her habit of looking at written material. In this context, “reads” is a verb that represents the action of going through written content, like books. The grammar rule here is when describing a regular or habitual action, you use the base form of the verb, which is “read” in this case. This tells us that she has the routine of reading books every night. It’s how we express that someone does something regularly.
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Find the Value of 1560 ÷ 78 + 42 x 3 – 444 ÷ 37=?
To solve this expression, follow the order of operations. Begin with the divisions and multiplications from left to right: 1560 ÷ 78 equals 20, and 444 ÷ 37 equals 12. The equation becomes 20 + 42 x 3 – 12. Now, carry out the multiplications and additions/subtractions from left to right: 42 x 3 equals 126, and 20 + 126 equals 146. Therefore, the solution is 146.
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Determine the Result of 1728 ÷ 72 + 54 x 2 – 528 ÷ 44=?
For this problem, apply the order of operations. Start with the divisions and multiplications from left to right: 1728 ÷ 72 equals 24, and 528 ÷ 44 equals 12. The equation becomes 24 + 54 x 2 – 12. Next, perform the multiplications and additions/subtractions from left to right: 54 x 2 equals 108, and 24 + 108 equals 132. Thus, the answer is 132.
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