Can you solve the grammar challenge using only five questions from this puzzle?
Explore the world of grammar puzzles. These puzzles get you thinking by presenting situations that require the use of grammar skills and creative thinking. They keep your mind active and may even help you reduce stress. There are many different grammar challenges to enjoy, including the ones that follow.
These challenges can be a little tricky, but are great for people who are really good at grammar and pay attention to detail. When you get good at these puzzles, it’s not just for fun, you gain skills that are useful in many aspects of life. Although these puzzles may seem difficult at first, your goal is to find solutions that completely follow the rules of grammar and reveal the secrets of the puzzles. The next section explains this syntax conundrum in detail and shows you how to solve it.
1. Rob ____ doesn’t teach me
In the sentence “Rob didn’t teach me,” we use the word “does” to mean that Rob isn’t teaching me now. Here’s how it works: First, we talk about Rob, who is the guy we’re talking about. We then use “does” to indicate that the action is happening, and negatively, meaning that it is not happening. Then we have the word “teach,” which tells us what Rob didn’t do—teach. Finally, we add “not” to make the sentence negative and make it clear that Rob didn’t teach me. We use “does” because we are talking about Rob, who is the third person singular subject.
2. She ____ me yesterday
She uses the word “called” to describe what she does. In English, when we talk about something that happened in the past, we often change the verb to its past tense form, such as “to bark,” to show that the action happened before now. So, in this case, the woman called me the day before yesterday.
3.____He likes chocolate?
In the sentence “Does he like chocolate?” the word “does” is used in English to form questions. When we want to ask a question in English, we often use an auxiliary or auxiliary verb at the beginning of a sentence, such as “does.” In this case, “does” is used to ask someone if they like chocolate. The “he” in the sentence refers to a specific person, and we are trying to find out whether this person likes chocolate. So, simply put, we use “does” as a question, in which we ask a person if he likes chocolate.
4. I don’t have ____ that dress
The use of the word “purchase” in the sentence “I did not buy that dress” indicates that the action of purchasing this dress has not occurred in the past. Let’s break it down briefly: “I” refers to the person speaking, and “didn’t” is a way of saying “didn’t do” or “didn’t do.” It is used to make a negative statement about something that happened or did not happen. The main action in this sentence is “buy”, which means to buy something. By using “not purchased” we indicate that the speaker did not purchase the dress.
5. Did she ____ him?
The word “call” is used in the question “Did she call him?” Ask someone if they want to call someone else. In English, when we want to ask a question, we often use an auxiliary verb such as “did” at the beginning of a sentence. This helps create the question format. In this question, “did” is used to find out whether a specific action occurred. The main action asked here is “calling”, which means using the phone to talk to someone. By using “telephone” in the question, we ask the woman (called “she”) if she called the man (called “he”). Using “did” helps turn the statement into a question, and “call” is the action in question.
Can you figure out 144 ÷ 12 + 6 x 4 – 36 ÷ 6=?
To find a solution, use order of operations. Division and multiplication proceed from left to right: 144 ÷ 12 equals 12, and 36 ÷ 6 equals 6. The equation becomes 12 + 6 x 4 – 6. Now, multiply, add and subtract from left to right: 6 x 4 equals 24, and 12 + 24 equals 36. Therefore, the solution is 36.
Whether you’re looking for a quick brainteaser to solve during your lunch break, or a more in-depth challenge at the weekend, NEWSTARS Education has puzzles for everyone.
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Find the value of 180 ÷ 9 + 5 x 3 – 45 ÷ 5=?
For this issue, please follow the order of operations. Division and multiplication are performed from left to right: 180 ÷ 9 equals 20, and 45 ÷ 5 equals 9. The equation becomes 20 + 5 x 3 – 9. Next, perform multiplication, addition and subtraction from left to right: 5 x 3 equals 15, and 20 + 15 equals 35. Therefore, the answer is 35.
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