To convert 27/50 to a decimal using long division, follow the steps below:
1) Set up the long division as: 27 ÷ 50
0. (quotient)
50 | 27 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (27) by the divisor (50). The largest multiple of 50 that is less than or equal to 27 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (50) and subtract the product from the dividend (27 - 0 = 27). Bring down the next digit from the dividend to the right of the result: "27."
0. (quotient)
50 | 27
-
0
4) Divide the new dividend (27) by the divisor (50) again. The largest multiple of 50 that is less than or equal to 27 is 0. So, the quotient will be 0.
5) Multiply the quotient (0) by the divisor (50) and subtract the product from the dividend (27 - 0 = 27). Since there are no more digits to bring down, the process ends here.
0. (quotient)
50 | 27
-
00
6) The decimal representation of 27/50 is 0.54.
Therefore, 27/50 as a decimal is 0.54.
Use long division to convert 27/50 to a decimal.(1 point)
16 answers
Use long division to convert 3 3/8 to a decimal.(1 point)
Responses
0.375
0.375
33.75
33.75
3.375
3.375
2.66
2.66
Responses
0.375
0.375
33.75
33.75
3.375
3.375
2.66
2.66
To convert 3 3/8 to a decimal using long division, follow the steps below:
1) Write the mixed number 3 3/8 as an improper fraction:
3 3/8 = (3 * 8 + 3) / 8 = 27 / 8
2) Set up the long division as: 27 ÷ 8
3. (quotient)
8 │ 27 (dividend)
-
(remainder)
3) Divide the first digit of the dividend (27) by the divisor (8). The largest multiple of 8 that is less than or equal to 27 is 3. So, the quotient will be 3.
4) Multiply the quotient (3) by the divisor (8) and subtract the product from the dividend (27 - 24 = 3). Bring down the next digit from the dividend to the right of the result: "3."
3. (quotient)
8 │ 27
-
24
-
3
5) Divide the new dividend (3) by the divisor (8) again. The largest multiple of 8 that is less than or equal to 3 is 0. So, the quotient will be 0.
6) Multiply the quotient (0) by the divisor (8) and subtract the product from the dividend (3 - 0 = 3). Since there are no more digits to bring down, the process ends here.
3. (quotient)
8 │ 27
-
24
-
3
7) To convert the remainder (3) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (3) by the divisor (8) repeatedly to get the decimal places.
3. (quotient)
8 │ 27
-
24
-
30 │ 0.375 (quotient)
-
24
-
60
-
58
-
20
-
16
-
40
-
40
8) The decimal representation of 3 3/8 is 3.375.
Therefore, 3 3/8 as a decimal is 3.375.
1) Write the mixed number 3 3/8 as an improper fraction:
3 3/8 = (3 * 8 + 3) / 8 = 27 / 8
2) Set up the long division as: 27 ÷ 8
3. (quotient)
8 │ 27 (dividend)
-
(remainder)
3) Divide the first digit of the dividend (27) by the divisor (8). The largest multiple of 8 that is less than or equal to 27 is 3. So, the quotient will be 3.
4) Multiply the quotient (3) by the divisor (8) and subtract the product from the dividend (27 - 24 = 3). Bring down the next digit from the dividend to the right of the result: "3."
3. (quotient)
8 │ 27
-
24
-
3
5) Divide the new dividend (3) by the divisor (8) again. The largest multiple of 8 that is less than or equal to 3 is 0. So, the quotient will be 0.
6) Multiply the quotient (0) by the divisor (8) and subtract the product from the dividend (3 - 0 = 3). Since there are no more digits to bring down, the process ends here.
3. (quotient)
8 │ 27
-
24
-
3
7) To convert the remainder (3) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (3) by the divisor (8) repeatedly to get the decimal places.
3. (quotient)
8 │ 27
-
24
-
30 │ 0.375 (quotient)
-
24
-
60
-
58
-
20
-
16
-
40
-
40
8) The decimal representation of 3 3/8 is 3.375.
Therefore, 3 3/8 as a decimal is 3.375.
Use long division to convert 4/15 to a decimal.(1 point)
To convert 4/15 to a decimal using long division, follow the steps below:
1) Set up the long division as: 4 ÷ 15
0.2 (quotient)
15 │ 4 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (4) by the divisor (15). The largest multiple of 15 that is less than or equal to 4 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (15) and subtract the product from the dividend (4 - 0 = 4). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "40."
0.2 (quotient)
15 │ 4
-
0
-
4
-
4) Divide the new dividend (40) by the divisor (15) again. The largest multiple of 15 that is less than or equal to 40 is 2. So, the quotient will be 2.
5) Multiply the quotient (2) by the divisor (15) and subtract the product from the dividend (40 - 30 = 10). Since there are no more digits to bring down, the process ends here.
0.2 (quotient)
15 │ 4
-
0
-
4
-
40
-
30
-
10
6) To convert the remainder (10) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (10) by the divisor (15) repeatedly to get the decimal places.
0.2 (quotient)
15 │ 4
-
0
-
4
-
40
-
30 │ 0.266 (quotient)
-
30
-
10
7) The decimal representation of 4/15 is 0.266.
Therefore, 4/15 as a decimal is 0.266.
1) Set up the long division as: 4 ÷ 15
0.2 (quotient)
15 │ 4 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (4) by the divisor (15). The largest multiple of 15 that is less than or equal to 4 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (15) and subtract the product from the dividend (4 - 0 = 4). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "40."
0.2 (quotient)
15 │ 4
-
0
-
4
-
4) Divide the new dividend (40) by the divisor (15) again. The largest multiple of 15 that is less than or equal to 40 is 2. So, the quotient will be 2.
5) Multiply the quotient (2) by the divisor (15) and subtract the product from the dividend (40 - 30 = 10). Since there are no more digits to bring down, the process ends here.
0.2 (quotient)
15 │ 4
-
0
-
4
-
40
-
30
-
10
6) To convert the remainder (10) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (10) by the divisor (15) repeatedly to get the decimal places.
0.2 (quotient)
15 │ 4
-
0
-
4
-
40
-
30 │ 0.266 (quotient)
-
30
-
10
7) The decimal representation of 4/15 is 0.266.
Therefore, 4/15 as a decimal is 0.266.
Use long division to convert 4/15 to a decimal.(1 point)
Responses
3.75
3.75
≈0.27
approximately equals 0.27
26
26
4.15
4.15
Responses
3.75
3.75
≈0.27
approximately equals 0.27
26
26
4.15
4.15
To convert 4/15 to a decimal using long division, follow the steps below:
1) Set up the long division as: 4 ÷ 15
0. (quotient)
15 │ 4 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (4) by the divisor (15). The largest multiple of 15 that is less than or equal to 4 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (15) and subtract the product from the dividend (4 - 0 = 4). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "40."
0. (quotient)
15 │ 4
-
0
-
4
-
4) Divide the new dividend (40) by the divisor (15) again. The largest multiple of 15 that is less than or equal to 40 is 2. So, the quotient will be 2.
5) Multiply the quotient (2) by the divisor (15) and subtract the product from the dividend (40 - 30 = 10). Since there are no more digits to bring down, the process ends here.
0. (quotient)
15 │ 4
-
0
-
4
-
40
-
30
-
10
6) To convert the remainder (10) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (10) by the divisor (15) repeatedly to get the decimal places.
0. (quotient)
15 │ 4
-
0
-
4
-
40
-
30 │ 0.266 (quotient)
-
30
-
10
7) The decimal representation of 4/15 is approximately 0.27.
Therefore, 4/15 as a decimal is approximately 0.27.
1) Set up the long division as: 4 ÷ 15
0. (quotient)
15 │ 4 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (4) by the divisor (15). The largest multiple of 15 that is less than or equal to 4 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (15) and subtract the product from the dividend (4 - 0 = 4). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "40."
0. (quotient)
15 │ 4
-
0
-
4
-
4) Divide the new dividend (40) by the divisor (15) again. The largest multiple of 15 that is less than or equal to 40 is 2. So, the quotient will be 2.
5) Multiply the quotient (2) by the divisor (15) and subtract the product from the dividend (40 - 30 = 10). Since there are no more digits to bring down, the process ends here.
0. (quotient)
15 │ 4
-
0
-
4
-
40
-
30
-
10
6) To convert the remainder (10) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (10) by the divisor (15) repeatedly to get the decimal places.
0. (quotient)
15 │ 4
-
0
-
4
-
40
-
30 │ 0.266 (quotient)
-
30
-
10
7) The decimal representation of 4/15 is approximately 0.27.
Therefore, 4/15 as a decimal is approximately 0.27.
Use long division to convert 7/11 to a decimal.(1 point)
Responses
≈0.63
approximately equals 0.63
≈1.571428
approximately equals 1.571428
7.11
7.11
63
63
Responses
≈0.63
approximately equals 0.63
≈1.571428
approximately equals 1.571428
7.11
7.11
63
63
To convert 7/11 to a decimal using long division, follow the steps below:
1) Set up the long division as: 7 ÷ 11
0. (quotient)
11 │ 7 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (7) by the divisor (11). The largest multiple of 11 that is less than or equal to 7 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (11) and subtract the product from the dividend (7 - 0 = 7). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "70."
0. (quotient)
11 │ 7
-
0
-
7
-
4) Divide the new dividend (70) by the divisor (11) again. The largest multiple of 11 that is less than or equal to 70 is 6. So, the quotient will be 6.
5) Multiply the quotient (6) by the divisor (11) and subtract the product from the dividend (70 - 66 = 4). Since there are no more digits to bring down, the process ends here.
0. (quotient)
11 │ 7
-
0
-
7
-
70
-
66
-
4
6) To convert the remainder (4) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (4) by the divisor (11) repeatedly to get the decimal places.
0. (quotient)
11 │ 7
-
0
-
7
-
70
-
66 │ 0.363 (quotient)
-
66
-
40
-
44
-
40
-
40
-
40
7) The decimal representation of 7/11 is approximately 0.63.
Therefore, 7/11 as a decimal is approximately 0.63.
1) Set up the long division as: 7 ÷ 11
0. (quotient)
11 │ 7 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (7) by the divisor (11). The largest multiple of 11 that is less than or equal to 7 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (11) and subtract the product from the dividend (7 - 0 = 7). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "70."
0. (quotient)
11 │ 7
-
0
-
7
-
4) Divide the new dividend (70) by the divisor (11) again. The largest multiple of 11 that is less than or equal to 70 is 6. So, the quotient will be 6.
5) Multiply the quotient (6) by the divisor (11) and subtract the product from the dividend (70 - 66 = 4). Since there are no more digits to bring down, the process ends here.
0. (quotient)
11 │ 7
-
0
-
7
-
70
-
66
-
4
6) To convert the remainder (4) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (4) by the divisor (11) repeatedly to get the decimal places.
0. (quotient)
11 │ 7
-
0
-
7
-
70
-
66 │ 0.363 (quotient)
-
66
-
40
-
44
-
40
-
40
-
40
7) The decimal representation of 7/11 is approximately 0.63.
Therefore, 7/11 as a decimal is approximately 0.63.
Use long division to convert 5 3/16 to a decimal.(1 point)
Responses
5.1875
5.1875
≈5.3
approximately equals 5.3
0.1875
0.1875
5.36
5.36
Responses
5.1875
5.1875
≈5.3
approximately equals 5.3
0.1875
0.1875
5.36
5.36
To convert 5 3/16 to a decimal using long division, follow the steps below:
1) Write the mixed number 5 3/16 as an improper fraction:
5 3/16 = (5 * 16 + 3) / 16 = 83 / 16
2) Set up the long division as: 83 ÷ 16
5. (quotient)
16 │ 83 (dividend)
-
(remainder)
3) Divide the first digit of the dividend (83) by the divisor (16). The largest multiple of 16 that is less than or equal to 83 is 5. So, the quotient will be 5.
4) Multiply the quotient (5) by the divisor (16) and subtract the product from the dividend (83 - 80 = 3). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "30."
5. (quotient)
16 │ 83
-
80
-
3
-
5) Divide the new dividend (30) by the divisor (16) again. The largest multiple of 16 that is less than or equal to 30 is 1. So, the quotient will be 1.
6) Multiply the quotient (1) by the divisor (16) and subtract the product from the dividend (30 - 16 = 14). Bring down the next digit from the dividend to the right of the result: "140."
5. (quotient)
16 │ 83
-
80
-
3
-
30
-
16
-
14
-
7) Divide the new dividend (140) by the divisor (16) again. The largest multiple of 16 that is less than or equal to 140 is 8. So, the quotient will be 8.
8) Multiply the quotient (8) by the divisor (16) and subtract the product from the dividend (140 - 128 = 12). Since there are no more digits to bring down, the process ends here.
5. (quotient)
16 │ 83
-
80
-
3
-
30
-
16
-
14
-
140
-
128
-
12
9) To convert the remainder (12) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (12) by the divisor (16) repeatedly to get the decimal places.
5. (quotient)
16 │ 83
-
80
-
3
-
30
-
16
-
14
-
140
-
128
-
12 │ 0.1875 (quotient)
-
112
-
112
10) The decimal representation of 5 3/16 is 5.1875.
Therefore, 5 3/16 as a decimal is 5.1875.
1) Write the mixed number 5 3/16 as an improper fraction:
5 3/16 = (5 * 16 + 3) / 16 = 83 / 16
2) Set up the long division as: 83 ÷ 16
5. (quotient)
16 │ 83 (dividend)
-
(remainder)
3) Divide the first digit of the dividend (83) by the divisor (16). The largest multiple of 16 that is less than or equal to 83 is 5. So, the quotient will be 5.
4) Multiply the quotient (5) by the divisor (16) and subtract the product from the dividend (83 - 80 = 3). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "30."
5. (quotient)
16 │ 83
-
80
-
3
-
5) Divide the new dividend (30) by the divisor (16) again. The largest multiple of 16 that is less than or equal to 30 is 1. So, the quotient will be 1.
6) Multiply the quotient (1) by the divisor (16) and subtract the product from the dividend (30 - 16 = 14). Bring down the next digit from the dividend to the right of the result: "140."
5. (quotient)
16 │ 83
-
80
-
3
-
30
-
16
-
14
-
7) Divide the new dividend (140) by the divisor (16) again. The largest multiple of 16 that is less than or equal to 140 is 8. So, the quotient will be 8.
8) Multiply the quotient (8) by the divisor (16) and subtract the product from the dividend (140 - 128 = 12). Since there are no more digits to bring down, the process ends here.
5. (quotient)
16 │ 83
-
80
-
3
-
30
-
16
-
14
-
140
-
128
-
12
9) To convert the remainder (12) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (12) by the divisor (16) repeatedly to get the decimal places.
5. (quotient)
16 │ 83
-
80
-
3
-
30
-
16
-
14
-
140
-
128
-
12 │ 0.1875 (quotient)
-
112
-
112
10) The decimal representation of 5 3/16 is 5.1875.
Therefore, 5 3/16 as a decimal is 5.1875.
Use long division to convert 3/16 to a decimal.(1 point)
To convert 3/16 to a decimal using long division, follow the steps below:
1) Set up the long division as: 3 ÷ 16
0. (quotient)
16 │ 3 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (3) by the divisor (16). The largest multiple of 16 that is less than or equal to 3 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (16) and subtract the product from the dividend (3 - 0 = 3). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "30."
0. (quotient)
16 │ 3
-
0
-
3
-
4) Divide the new dividend (30) by the divisor (16) again. The largest multiple of 16 that is less than or equal to 30 is 1. So, the quotient will be 1.
5) Multiply the quotient (1) by the divisor (16) and subtract the product from the dividend (30 - 16 = 14). Since there are no more digits to bring down, the process ends here.
0. (quotient)
16 │ 3
-
0
-
3
-
30
-
16
-
14
6) To convert the remainder (14) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (14) by the divisor (16) repeatedly to get the decimal places.
0. (quotient)
16 │ 3
-
0
-
3
-
30
-
16 │ 0.1875 (quotient)
-
16
-
10
-
48
-
48
7) The decimal representation of 3/16 is 0.1875.
Therefore, 3/16 as a decimal is 0.1875.
1) Set up the long division as: 3 ÷ 16
0. (quotient)
16 │ 3 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (3) by the divisor (16). The largest multiple of 16 that is less than or equal to 3 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (16) and subtract the product from the dividend (3 - 0 = 3). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "30."
0. (quotient)
16 │ 3
-
0
-
3
-
4) Divide the new dividend (30) by the divisor (16) again. The largest multiple of 16 that is less than or equal to 30 is 1. So, the quotient will be 1.
5) Multiply the quotient (1) by the divisor (16) and subtract the product from the dividend (30 - 16 = 14). Since there are no more digits to bring down, the process ends here.
0. (quotient)
16 │ 3
-
0
-
3
-
30
-
16
-
14
6) To convert the remainder (14) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (14) by the divisor (16) repeatedly to get the decimal places.
0. (quotient)
16 │ 3
-
0
-
3
-
30
-
16 │ 0.1875 (quotient)
-
16
-
10
-
48
-
48
7) The decimal representation of 3/16 is 0.1875.
Therefore, 3/16 as a decimal is 0.1875.
Use long division to convert 11/20 to a decimal.(1 point)
To convert 11/20 to a decimal using long division, follow these steps:
1) Set up the long division as: 11 ÷ 20
0. (quotient)
20 │ 11 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (11) by the divisor (20). The largest multiple of 20 that is less than or equal to 11 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (20) and subtract the product from the dividend (11 - 0 = 11). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "110."
0. (quotient)
20 │ 11
-
0
-
11
-
4) Divide the new dividend (110) by the divisor (20) again. The largest multiple of 20 that is less than or equal to 110 is 5. So, the quotient will be 5.
5) Multiply the quotient (5) by the divisor (20) and subtract the product from the dividend (110 - 100 = 10). Since there are no more digits to bring down, the process ends here.
0. (quotient)
20 │ 11
-
0
-
11
-
110
-
100
-
10
6) To convert the remainder (10) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (10) by the divisor (20) repeatedly to get
1) Set up the long division as: 11 ÷ 20
0. (quotient)
20 │ 11 (dividend)
-
(remainder)
2) Divide the first digit of the dividend (11) by the divisor (20). The largest multiple of 20 that is less than or equal to 11 is 0. So, the quotient will be 0.
3) Multiply the quotient (0) by the divisor (20) and subtract the product from the dividend (11 - 0 = 11). Bring down a zero after the decimal point and bring down the next digit from the dividend to the right of the result: "110."
0. (quotient)
20 │ 11
-
0
-
11
-
4) Divide the new dividend (110) by the divisor (20) again. The largest multiple of 20 that is less than or equal to 110 is 5. So, the quotient will be 5.
5) Multiply the quotient (5) by the divisor (20) and subtract the product from the dividend (110 - 100 = 10). Since there are no more digits to bring down, the process ends here.
0. (quotient)
20 │ 11
-
0
-
11
-
110
-
100
-
10
6) To convert the remainder (10) to a decimal, append a decimal point and add zeros after the decimal point. Divide the remainder (10) by the divisor (20) repeatedly to get
Use long division to convert 3 4/5 to a decimal.(1 p
40 answers