This math topic focuses on calculating the sum of a series of consecutive integers from a starting integer \( M \) to an ending integer \( N \). It provides practice in recognizing patterns in series and using these patterns to accurately sum a sequence of numbers. The problems presented require determining total values over ranges like 2 to 14, 24 to 35, or 19 to 32, illustrating the application of summation skills in arithmetic sequences. Each problem comes with multiple-choice answers, reinforcing critical thinking in estimating and verifying the correct sums.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.
Practice:
Sums - Series of Integers M to N - Addition to Sum
Complete these online problems with 80% or 4 correct answers in a row. Results are immediate.
What would the sum be for this set of integers?
1 + 2 + ... + 20 + 21
Sums - Series of Integers M to N - Addition to Sum Worksheet
| Math worksheet on 'Sums - Series of Integers M to N - Addition to Sum (Level 3)'. Part of a broader unit on 'Patterns and Sums - Advanced' Learn online: app.mobius.academy/math/units/patterns_and_sums_advanced/ |
| 16 + 17 + ... + 27 + 28 |
| What would the sum be for this set of integers? |
| 286 |
| 301 |
| 270 |
| 258 |
| 315 |
| 9 + 10 + ... + 28 + 29 |
| What would the sum be for this set of integers? |
| 399 |
| 390 |
| 429 |
| 407 |
| 370 |
| 24 + 25 + ... + 34 + 35 |
| What would the sum be for this set of integers? |
| 390 |
| 330 |
| 377 |
| 354 |
| 319 |
| 8 + 9 + ... + 21 + 22 |
| What would the sum be for this set of integers? |
| 225 |
| 248 |
| 232 |
| 217 |
| 203 |
| 19 + 20 + ... + 29 + 30 |
| What would the sum be for this set of integers? |
| 275 |
| 294 |
| 264 |
| 325 |
| 312 |
| 12 + 13 + ... + 28 + 29 |
| What would the sum be for this set of integers? |
| 369 |
| 357 |
| 340 |
| 399 |
| 380 |
| 14 + 15 + ... + 28 + 29 |
| What would the sum be for this set of integers? |
| 315 |
| 330 |
| 344 |
| 374 |
| 357 |