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최종 결과 단계 용어와 주제

0.2 (4509803921568627)

0.2(4509803921568627)

단계 보기 타이거와 함께 더 배우기 이것을 시도해 보세요:

단계별 설명

1. 긴 나눗셈 설정하기

$\frac{325}{1326}$

$\frac{325}{1326} = 325 \div 1326$ .

$\frac{325}{1326}$

$\frac{325}{1326} = 325 \div 1326$ .

$\frac{325}{1326}$

$\frac{325}{1326} = 325 \div 1326$ .

$325 \div 1326$

$\frac{325}{1326} = 325 \div 1326$ .

$325 \div 1326$

$\frac{325}{1326} = 325 \div 1326$ .

2. 반복 주기 찾기

$\frac{325}{1326}$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$\frac{325}{1326}$

$\frac{3250}{1326} = d i g i t 2, r e m a \in d e r 598$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$598$

$\frac{5980}{1326} = d i g i t 4, r e m a \in d e r 676$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$676$

$\frac{6760}{1326} = d i g i t 5, r e m a \in d e r 130$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$130$

$\frac{1300}{1326} = d i g i t 0, r e m a \in d e r 1300$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$1300$

$\frac{13000}{1326} = d i g i t 9, r e m a \in d e r 1066$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$1066$

$\frac{10660}{1326} = d i g i t 8, r e m a \in d e r 52$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$52$

$\frac{520}{1326} = d i g i t 0, r e m a \in d e r 520$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$520$

$\frac{5200}{1326} = d i g i t 3, r e m a \in d e r 1222$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$1222$

$\frac{12220}{1326} = d i g i t 9, r e m a \in d e r 286$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$286$

$\frac{2860}{1326} = d i g i t 2, r e m a \in d e r 208$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$208$

$\frac{2080}{1326} = d i g i t 1, r e m a \in d e r 754$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$754$

$\frac{7540}{1326} = d i g i t 5, r e m a \in d e r 910$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$910$

$\frac{9100}{1326} = d i g i t 6, r e m a \in d e r 1144$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$1144$

$\frac{11440}{1326} = d i g i t 8, r e m a \in d e r 832$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$832$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$14$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

$0.2 (4509803921568627)$

$325 \to 598 \to 676 \to 130 \to 1300 \to 1066 \to 52 \to 520$ , $4, 509, 803, 921, 568, 627$ .

3. 순환소수 쓰기

$325 / 1326 = 0.2 (4509803921568627)$

$0.2 (4509803921568627)$

$2 (4, 509, 803, 921, 568, 627) = 0.2 (4509803921568627)$ .

$0.2 (4509803921568627)$

$2 (4, 509, 803, 921, 568, 627) = 0.2 (4509803921568627)$ .

$0.2 (4509803921568627)$

$2 (4, 509, 803, 921, 568, 627) = 0.2 (4509803921568627)$ .

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