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What year was the Kenmore sewing machine model 117.720 manufactured by simpsons sears ltd Canada?

Updated: 10/22/2022

Wiki User

∙ 12y ago

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i just found one and did some research it was made in 1957

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∙ 12y ago

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Q: What year was the Kenmore sewing machine model 117.720 manufactured by simpsons sears ltd Canada?

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Related questions

What is the pattern 432 434 436 438 the answer is 446?

If you mean the 5th term is 446, thenPossiblyU{n} = (nâ´ - 10nÂ³ + 35nÂ² - 42n + 1744)/4Giving U{1..8} = {432, 434, 436, 438, 446, 472, 534, 656} OrU{n} = (-43nâµ + 648nâ´ - 3685nÂ³ + 9780nÂ² - 11908n + 10392)/12Giving U{1..8} = {432, 434, 436, 438, 446, 42, -2046, -8374} If you meant the pattern 434, 434, 436, 438 and what term is 446, then:The pattern your teacher is most likely wanting isU{n} = 430 + 2nWhich means 446 = 430 + 2n â&dagger;’ 2n = 16 â&dagger;’ n = 8; thus 446 is the 8th term. However, the first one above also works but makes 446 the 5th term - there are infinitely many polynomials which give {432, 434, 436, 438} as the first 4 terms and then 446 as some term afterwards, for example:U{n} = (997nâµ - 15950nâ´ + 94695nÂ³ - 259150nÂ² + 323048n - 117720)/60gives U{1..8} = {434, 434, 436, 438, 42, 446, 6438, 28390} with 446 as the 6th term. U{n} = (nâµ - 15nâ´ + 85nÂ³ - 225nÂ² + 334n + 12780)/30gives U{1..8} = {434, 434, 436, 438, 440, 446, 468, 530} also with 446 as the 6th term.

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