Decimal example sentences

"Decimal" Example Sentences

1. The number uses decimal places for more precise measurements.
2. The cost of the product is $15.99, with two decimal places of accuracy.
3. The decimal separates the whole number from the fraction part.
4. The number 34.56 uses a decimal place.
5. She multiplied the decimal number by 12.
6. The student struggled to convert the fraction into an equivalent decimal.
7. The long decimal number made calculations difficult.
8. The number can be represented in decimal or fractional form.
9. Four decimal places of accuracy were required for measuring the length.
10. The percentage was expressed as a decimal number.
11. The calculator was used to find the sum of the decimal numbers.
12. The system uses decimal numbers instead of fractions.
13. The measurement tool displays up to three decimal places.
14. The number 0.125 uses three decimal places.
15. The decimal equivalent of the fraction is 0.375.
16. The total was calculated by adding the decimal amounts.
17. He divided the decimal number by 2.25.
18. The computational error caused the decimal to be off by 0.2.
19. The decimal scale has ten possible symbols between whole numbers.
20. The per unit cost was expressed in decimal form.
21. The decimals were aligned by their place values.
22. The sum was calculated by correctly adding the decimal numbers.
23. The prices were listed using two decimal places of accuracy.
24. The decimal equivalent for the fraction is 0.8.
25. His solution used an incorrect number of decimal places.
26. The metric measurements use decimal places for accuracy.
27. The decimal places fell outside the acceptable limits.
28. The calculator was used to convert the fraction into a decimal.
29. She multiplied the decimal by shifting the decimal point.
30. The sum was rounded to the nearest decimal place.
31. The value was measured to three decimal places.
32. There are four significant digits after the decimal point.
33. Round the decimal to two places.
34 The system uses base ten with a decimal point.
35. The decimal expansion repeats infinitely.
36. Converting between decimals and fractions requires basic fraction skills.
37. The cost was reduced by $0.25, or one decimal place.
38. The decimal equivalent for the mixed number is 3.875.
39. The total was calculated by adding the decimal numbers correctly.
40. They aligned the decimals and added the place values.
41. The remainder after division was expressed as a decimal.
42. The student struggled to locate the decimal point.
43. The length was measured to the nearest decimal place.
44. The percentage was expressed using a decimal number.
45. The error caused the decimal places to drift.
46. The sum of the decimal numbers was rounded to three places.
47. Every integer has two decimal expansions.
48. Divide the decimal number by 10 to move the decimal point.
49. The product was a decimal with four significant digits.
50. Multiply the decimal number by moving the decimal point.
51. The decimal numbers aligned properly for addition.
52. The price increased by $0.50, or two decimal places.
53. We added zeros after the decimal point for alignment.
54. The fraction can be expressed as an equivalent decimal.
55. Round the decimals to the nearest hundredth.
56. The decimal numbers did not have the same number of places.
57. The costs were listed using an appropriate number of decimal places.
58. The decimal number expanded infinitely but eventually repeated.
59. The sum of the decimals was calculated correctly.
60. The calculations involve adding, subtracting, multiplying and dividing decimal numbers.

Common Phases

1. The cost is $19.99, which is expressed in decimal notation.
2. Press the decimal button to enter amounts with cents.
3. The number 3.14159265358979 represents pi to 10 decimal places.
4. Each decimal place represents a power of 10.
5. The decimal is correctly positioned between the dollars and cents.
6. To convert from decimal degrees to degrees/minutes/seconds, you must first multiply the decimal degrees by 60.
7. The measurement of 4.569 meters is in decimal form.
8. There are two decimal places in the number 12.34.
9. Measure the length accurately to two decimal places.
10. Round the number to three decimal places.
11. The price increased by 2.75 decimal points.
12. The Interest rate is expressed as a decimal, in this case 0.042.
13. I entered the decimal incorrectly and messed up the calculation.
14. The decimal mark was placed in the wrong column.
15. Shift the decimal the appropriate number of places.
16. The scale is graduated in decimal increments.
17. Redenominate the currency by dropping two decimal places.
18. He wrote the decimal number in word form.
19. The converter will translate any decimal number to words.
20. The longitude is expressed as decimal degrees west.
21. Convert the percentage to its decimal equivalent.
22. Round the decimal to the nearest hundredth.
23. I forgot to include the trailing decimal zeroes.
24. Carry the decimal point calculation out to five places.
25. Input the scale reading, keeping the decimal point in the correct position.
26. The system requires data to be entered with up to two decimal places.
27. Multiply the decimal number by 100 to get the percentage.
28. The decimal place is incorrectly positioned in the calculation.
29. Move the decimal two places to the left.
30. The denominator contains a decimal.
31. Divide the decimal number by 10 to shift the decimal place left.
32. Round the result of the calculation to the nearest tenth.
33. The decimal equivalent of three quarters is 0.75.
34. Express the fraction as a decimal number.
35. Reduce the fraction to its lowest terms before converting it to a decimal.
36. Move the decimal point right three places to convert millimeters to meters.
37. Enter the measurement correct to one decimal place.
38. After rounding, the decimal number has one significant figure.
39. Shift the decimal place right two positions when converting centimeters to meters.
40. Read the measurement where the needle crosses the decimal line.
41. Align the decimal points before adding or subtracting the numbers.
42. I made an error converting between fractions and decimals.
43. Ensure that the significant figures include the last decimal place shown.
44. Express the ratio as a decimal number.
45. Convert the recurring decimal to a fraction.
46. Compare the two decimal numbers and select the greater value.
47. The result should have been displayed with three decimal places.
48. Reduce the improper fraction to a mixed number before converting it to a decimal.
49. Shift the decimal point left when converting from millimeters to micrometers.
50. Convert the decimal number into scientific notation.
51. Add or subtract the decimal numbers before dividing or multiplying them.
52. The decimal number represents five significant figures.
53. Do not round or truncate the decimal result until the final calculation.
54. Carry the decimal calculation out to the required number of significant figures.
55. Place the decimal point in the correct column before performing the calculation.
56. Express the percentage as a decimal equivalent.
57. Move the decimal point left when converting kilometers to meters.
58. The currency is issued with two decimal places.
59. The reciprocal of the decimal number is its multiplicative inverse.
60. The decimal equivalent of the binary number is found using powers of two.