"Augendum" Example Sentences
1. The augendum of the equation was initially 5.
2. We need to find the augment of the given number.
3. The sum of the augendum and addend was 12.
4. She mistakenly added the augend instead of the augendum.
5. The teacher explained the concept of augendum with examples.
6. The answer can be obtained by subtracting the augendum from the total.
7. The augendum in this problem needs to be multiplied by 3.
8. The augendum plays a vital role in solving mathematical problems.
9. The augendum of the equation needs to be divided by 4.
10. Remember to keep the augendum constant while changing the other factors.
11. The augendum is the number which is being increased or decreased in a mathematical problem.
12. The students were able to calculate the answer by manipulating the augendum.
13. The augendum in this problem is much larger than the addend.
14. The addition of the augendum and addend will give us the total.
15. The augendum of the equation was not specified in the question.
16. The multiplication of the augendum and multiplier will give us the product.
17. The augendum is an important concept in arithmetic.
18. The teacher will evaluate the student's understanding of augendum in the test.
19. The augendum was missing from the equation, making it impossible to solve.
20. She was able to solve the problem by subtracting the augendum from the total.
21. The augendum in this question was much smaller than expected.
22. The student was able to correctly identify the augendum and addend in the problem.
23. The augendum is the number which changes in a mathematical problem.
24. The addition of the augendum and addend changes the total.
25. The augment needs to be added to the augendum to get the final answer.
26. The augendum is always the first number mentioned in the question.
27. The augendum is a fundamental concept in mathematics.
28. The students were taught the importance of augendum in calculations.
29. The augendum and addend are both required to solve the problem.
30. The addition of the augendum and addend produces the sum.
Common Phases
1) The
augendum for the equation is the first number listed;
2) To find the sum, simply add the
augendum and addend;
3) The
augendum represents the quantity being increased;
4) When subtracting, the
augendum is the total value before the subtraction;
5) To calculate the product, multiply the
augendum and multiplier;
6) The
augendum is the starting value for multiplication;
7) Division involves dividing the
augendum into equal parts.