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S o l . 3 1 7 + 1 7 × 3 " 3 " C a n c e l l e d w i t h " 3 " a n d 1 7 + 1 7 = 3 4
A fraction is very simple top divided by bottom. If you divide 34 by 3 then times by 3 you will get the number you started with.
but according to bodmas we can aply
3 1 7 + 1 7 × 3 = 1 7 + 1 7 = 3 4
The 3 s canceled each other
THe denominators nicely cancel out to yield 1 7 + 1 7 = 3 4 .
Because you divided it, when you times it the outcome is just the starting equation of 17 + 17
Both the 3 cancel each other and the remaining value is the sum of 17+17=34
[(17+17)/3]*3=(17+17)=34
[(17+17)/3] x 3 =
[(34)/3] x (3/1) =
[(34)/3] x (9/3) =
(34x9) / (3x3) =
306 / 9 =
34
(17+17)/3) 3 => (34/3) 3 => 34
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Both 3 s cancel each other and we are left with 1 7 + 1 7 = 3 4