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Complete the following number patterns by finding the rule and calculating the next three terms: b) 538, 547, 556, , , c) 729, 629, 529, , , d) 347, 354, 361, , , ___

Mathematics

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Step-by-step solution

6 steps

Here are the solutions for completing the number patterns.

Part b· 2 steps

The pattern subtracts 9 from the previous number.

  1. Find the difference between consecutive numbers.

    547−538=9547 - 538 = 9 556−547=9556 - 547 = 9

    The pattern is to add 9.

  2. Calculate the next three numbers.

    556+9=565556 + 9 = 565 565+9=574565 + 9 = 574 574+9=583574 + 9 = 583

    The completed sequence is: 538,547,556,565,574,583538, 547, 556, \boxed{\textbf{565}}, \boxed{\textbf{574}}, \boxed{\textbf{583}}

Part c· 2 steps

The pattern subtracts 100 from the previous number.

  1. Find the difference between consecutive numbers.

    629−729=−100629 - 729 = -100 529−629=−100529 - 629 = -100

    The pattern is to subtract 100.

  2. Calculate the next three numbers.

    529−100=429529 - 100 = 429 429−100=329429 - 100 = 329 329−100=229329 - 100 = 229

    The completed sequence is: 729,629,529,429,329,229729, 629, 529, \boxed{\textbf{429}}, \boxed{\textbf{329}}, \boxed{\textbf{229}}

Part d· 2 steps

The pattern adds 7 to the previous number.

  1. Find the difference between consecutive numbers.

    354−347=7354 - 347 = 7 361−354=7361 - 354 = 7

    The pattern is to add 7.

  2. Calculate the next three numbers.

    361+7=368361 + 7 = 368 368+7=375368 + 7 = 375 375+7=382375 + 7 = 382

    The completed sequence is: 347,354,361,368,375,382347, 354, 361, \boxed{\textbf{368}}, \boxed{\textbf{375}}, \boxed{\textbf{382}}

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