Long Division in a sentence
Synonym: division, arithmetic.
Meaning: A method of dividing numbers by breaking them down into smaller parts.
(1) Factorize by means of the method of long division.
(2) Long division is a fundamental skill in mathematics.
(3) Long division is often used to divide large numbers.
(4) I use long division to find remainders and quotients.
(5) The student used long division to check their answer.
(6) I struggled with long division until I practiced more.
(7) I enjoy the process of solving long division problems.
(8) Long division is a foundational concept in arithmetic.
(9) I appreciate the logic and structure of long division.
(10) I learned how to do long division in elementary school.
Long Division sentence
(11) My teacher taught me a helpful trick for long division.
(12) Long division requires patience and attention to detail.
(13) I use long division to calculate percentages and ratios.
(14) I find long division to be a useful problem-solving tool.
(15) I often use long division to solve word problems in math.
(16) Aliquant divisions can be represented using long division.
(17) I always show my work when solving long division problems.
(18) I use long division to solve complex mathematical equations.
(19) I need to review the steps of long division before the test.
(20) I use long division to divide fractions and decimals as well.
Long Division make sentence
(21) The student used long division to solve the complex equation.
(22) The teacher provided extra practice sheets for long division.
(23) I remember struggling with long division in elementary school.
(24) I find long division to be a challenging but rewarding process.
(25) The teacher praised the student's proficiency in long division.
(26) The teacher explained the concept of long division step by step.
(27) Long division is an essential skill for understanding fractions.
(28) A proper fraction can be expressed as a decimal by long division.
(29) I find long division to be a satisfying and rewarding math skill.
(30) I am confident in my ability to perform long division accurately.
Sentence of long division
(31) Long division can be a challenging math concept for some students.
(32) I always show my work when doing long division to ensure accuracy.
(33) The long division algorithm is a fundamental skill in mathematics.
(34) Long division is a valuable tool for solving mathematical puzzles.
(35) The teacher explained how to find the quotient using long division.
(36) Long division is a useful tool for dividing polynomials in algebra.
(37) Long division is a method that allows us to divide any two numbers.
(38) Long division is often used to find remainders in division problems.
(39) I always double-check my long division calculations to avoid errors.
(40) Long division is a foundational skill for higher-level math courses.
Long Division meaningful sentence
(41) The student struggled with long division but eventually mastered it.
(42) Polynomial long division is used to divide one polynomial by another.
(43) Long division is a skill that can be applied in real-life situations.
(44) Long division is a technique that simplifies the process of division.
(45) Long division is a skill that can be applied to real-life situations.
(46) A rational number can be converted into a decimal using long division.
(47) I always double-check my long division calculations to avoid mistakes.
(48) Long division is a method that allows for precise division of numbers.
(49) Long division is a technique that simplifies complex division problems.
(50) The teacher provided additional resources for practicing long division.
Long Division sentence examples
(51) I rely on long division to solve mathematical puzzles and brain teasers.
(52) Long division is a valuable tool for understanding mathematical concepts.
(53) I need to practice long division to improve my problem-solving abilities.
(54) Polynomial multiplication is a key operation in polynomial long division.
(55) Polynomial multiplication is an integral part of polynomial long division.
(56) Long division can be time-consuming but is necessary for accurate results.
(57) I struggled with long division when I was first introduced to it in school.
(58) Long division is an essential skill for success in higher-level math courses.
(59) Long division is a skill that can be applied in various academic disciplines.
(60) The student used long division to divide the cake evenly among their friends.
Sentence with long division
(61) Long division is a methodical process that requires step-by-step calculations.
(62) The student demonstrated their understanding of long division during the exam.
(63) The function has a slant asymptote that can be determined using long division.
(64) She used a ruler to keep her long division steps neat while finding the quotient.
(65) Long division is a method that breaks down a division problem into smaller steps.
(66) He is relearning how to do long division after relying on calculators for too long.
(67) The teacher provided a step-by-step guide on how to find quotients using long division.
(68) The students were struggling to find the correct quotients for the long division problem.
(69) Long division is a technique that helps break down complex problems into manageable steps.
Long Division meaning
Long division is a mathematical operation that involves dividing a large number into smaller parts to simplify the process of division. It is a fundamental concept taught in elementary mathematics and is essential for solving complex division problems. To effectively use the term "long division" in a sentence, consider the following tips:
1. Define the term: When introducing the concept of long division, it is crucial to provide a clear definition.
For example, "Long division is a method used to divide large numbers by breaking them down into smaller, more manageable parts."
2. Explain the process: To demonstrate your understanding of long division, describe the step-by-step procedure involved. For instance, "To solve the division problem, we need to perform long division by dividing the dividend (the number being divided) by the divisor (the number we are dividing by) and then subtracting the remainder."
3. Provide an example: Illustrate the application of long division by presenting a specific numerical example. For instance, "To divide 567 by 9 using long division, we start by dividing the first digit, 5, by
9. The quotient is 0, and we bring down the next digit, 6, making it 5
6. We then divide 56 by 9, resulting in a quotient of
6
Finally, we bring down the last digit, 7, and divide 17 by 9, giving us a quotient of
1. Therefore, the answer is 63."
4. Highlight its importance: Emphasize the significance of long division in solving complex mathematical problems.
For example, "Long division is a crucial skill that allows us to divide large numbers accurately. It is particularly useful when dealing with real-life scenarios that involve dividing quantities or calculating ratios."
5. Discuss its applications: Explore the various contexts in which long division is commonly used. For instance, "Long division is frequently employed in fields such as engineering, finance, and science, where precise calculations are necessary. It is also a fundamental skill for students studying advanced mathematics."
6. Compare with other methods: Differentiate long division from alternative division methods, such as short division or using a calculator.
For example, "Long division is more suitable for dividing larger numbers, as it provides a systematic approach to ensure accuracy. Short division, on the other hand, is often used for simpler calculations."
7. Offer tips for mastering long division: Provide guidance on how to improve proficiency in performing long division. For instance, "To become proficient in long division, practice regularly by solving a variety of division problems. Break down the process into smaller steps and focus on understanding each step before moving on to the next."
8. Include common mistakes to avoid: Highlight common errors that individuals may make when attempting long division.
For example, "One common mistake is forgetting to bring down the next digit when dividing. Always remember to bring down the next digit to ensure accurate results."
9. Suggest resources for further learning: Recommend additional materials, such as textbooks, online tutorials, or educational websites, that can help individuals enhance their understanding of long division. By following these tips, you can effectively incorporate the term "long division" into your writing, whether it be an academic paper, a mathematical explanation, or any other context where the concept is relevant.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Long Division. They do not represent the opinions of TranslateEN.com.