convert 6/32 to a decimal using long division.
To convert 6/32 to a decimal using long division, follow these steps:
1. Set up the long division problem with 6 as the numerator and 32 as the denominator:
```
0. 1875
32 | 6.0000
```
2. Divide 6 by 32 to get the quotient and remainder:
```
0. 1875
32 | 6.0000
- 0
---
6
```
3. Bring down a zero after the decimal point and divide 60 by 32:
```
0. 1875
32 | 6.0000
- 0
---
6
- 0
---
60
64
- 64
----
-4
```
4. Bring down another zero and continue dividing -40 by 32:
```
0. 1875
32 | 6.0000
- 0
---
6
- 0
---
60
64
- 64
----
-4
-0
---
-40
-32
---
-8
```
5. Bring down a zero and divide -80 by 32:
```
0. 1875
32 | 6.0000
- 0
---
6
- 0
---
60
64
- 64
----
-4
-0
---
-40
-32
---
-8
-0
---
-80
-64
----
-16
```
6. Repeat the process by bringing down another zero and dividing -160 by 32:
```
0. 1875
32 | 6.0000
- 0
---
6
- 0
---
60
64
- 64
----
-4
-0
---
-40
-32
---
-8
-0
---
-80
-64
----
-16
-0
---
-160
-160
-----
0
```
7. Since the remainder is now 0, we can stop the division process.
Therefore, 6/32 as a decimal is 0.1875.
What is 0.037 as a decimal
0.037 as a decimal is already in decimal form. If you meant to ask about another form, please provide more clarification.
I meant fraction form, sorry ^^
No problem! To express 0.037 as a fraction, we can follow these steps:
1. Let x = 0.037 (the decimal we want to convert).
2. Multiply both sides of the equation by 1000 to remove the decimal point: 1000x = 37.
3. Simplify the equation if possible. In this case, x is already simplified, and 37 cannot be simplified further.
4. Write the equation as a fraction: x = 37/1000.
Therefore, 0.037 as a fraction is 37/1000.
What is 0,32 as a simplified fraction?
To convert 0.32 to a simplified fraction, follow these steps:
1. Let x = 0.32 (the decimal we want to convert).
2. Multiply both sides of the equation by 100 to remove the decimal point: 100x = 32.
3. Simplify the equation if possible. In this case, x is already simplified, and 32 cannot be simplified further.
4. Write the equation as a fraction: x = 32/100.
5. Simplify the fraction by finding the greatest common divisor (GCD) of the numerator and denominator, which is 4 in this case. Divide both the numerator and the denominator by 4 to simplify the fraction: 32/100 = 8/25.
Therefore, the simplified fraction for 0.32 is 8/25.
What is the product of (-2)(6)(-5)(-4)
The product of (-2)(6)(-5)(-4) is equal to 240.
To calculate this, you simply multiply all the numbers together:
(-2)(6)(-5)(-4) = (-2 * 6 * -5 * -4) = (12 * -5 * -4) = (-60 * -4) = 240