Asked by noah
54.88 devided by 5.9. show work
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We can remove the decimal in the divisor first:
54.88 ÷ 5.9 = (54.88 × 10) ÷ (5.9 × 10) = 548.8 ÷ 59.
Now do long division (showing main steps):
- 59 goes into 548 nine times: 9 × 59 = 531.
Subtract: 548.8 − 531 = 17.8
- Bring down a 0 (work with 178): 59 goes into 178 three times: 3 × 59 = 177.
Remainder = 1
- Bring down a 0 (10): 59 goes into 10 zero times.
Remainder = 10
- Bring down a 0 (100): 59 goes into 100 one time: 1 × 59 = 59.
Remainder = 41
- Bring down a 0 (410): 59 goes into 410 six times: 6 × 59 = 354.
Remainder = 56
- Bring down a 0 (560): 59 goes into 560 nine times: 9 × 59 = 531.
Remainder = 29
The quotient so far is 9.30169... and more digits continue (this is a repeating rational decimal).
Exact fraction form (simplified):
54.88 ÷ 5.9 = 5488/590 = 2744/295.
Decimal (approximate):
54.88 ÷ 5.9 ≈ 9.301694915254...
Rounded:
- To 4 decimal places: 9.3017
- To 3 decimal places: 9.302
54.88 ÷ 5.9 = (54.88 × 10) ÷ (5.9 × 10) = 548.8 ÷ 59.
Now do long division (showing main steps):
- 59 goes into 548 nine times: 9 × 59 = 531.
Subtract: 548.8 − 531 = 17.8
- Bring down a 0 (work with 178): 59 goes into 178 three times: 3 × 59 = 177.
Remainder = 1
- Bring down a 0 (10): 59 goes into 10 zero times.
Remainder = 10
- Bring down a 0 (100): 59 goes into 100 one time: 1 × 59 = 59.
Remainder = 41
- Bring down a 0 (410): 59 goes into 410 six times: 6 × 59 = 354.
Remainder = 56
- Bring down a 0 (560): 59 goes into 560 nine times: 9 × 59 = 531.
Remainder = 29
The quotient so far is 9.30169... and more digits continue (this is a repeating rational decimal).
Exact fraction form (simplified):
54.88 ÷ 5.9 = 5488/590 = 2744/295.
Decimal (approximate):
54.88 ÷ 5.9 ≈ 9.301694915254...
Rounded:
- To 4 decimal places: 9.3017
- To 3 decimal places: 9.302
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