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5 what is the sum of factors of factors of $33333333$ (that's $3$ eight times) Instead, you can save this post to reference later. Here's how i tried to attempt this question yet failed

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Given a number, there is an algorithm described here to find it's sum and number of factors

For example, let us take the number $1225$ It's factors are $1, 5, 7, 25, 35, 49, 175, 245, 1225 $ and. 1) a terminating decimal representation means a number can be represented by a finite string of digits in base $10$ notation, e.g 2a) the first sort are called recurring.

The problematic part of the question is no matter how many ones you add, 0.111.will never equal precisely 1/9. in this (imprecise) context $0.111\ldots$ is an infinite sequence of ones The sequence of ones does not terminate, so there is no place at which to add another one Each one is already followed by another one You can eliminate roots by rearranging (square roots on the left), squaring, rearranging again (the only remaining square root on the left) and squaring again

Each squaring increasing the degree of equation and introduces new fake solutions

Solve the equation and test with the original equation each of the candidates to see which is the correct one Of course what @shubham suggests should. 52 inches = 4.33333333 feetthere are 7 fundamental units in s.i system.thus ,for unit of length and mass and conversion ,the inches can be defined in feet The relation inches and feet is given.

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