Question

If w+ -4 2/5= 1/10 what does w equal

Answer 1

Explanation:

w+ -4 2/5= 1/10

W = 1/10 + 4 2/5

W = 1/10 + 22/5

W = (1 + 44)/10

W = 45/10

W = 9/2

W = 4 1/2

Answer 2

The solution to the equation
`\(w - (4)/(5) = (1)/(10)\) is \(w = (9)/(10)\)`. This is obtained by isolating w through addition of
`\((4)/(5)\)` to both sides and simplifying the expression.

Let's solve the equation for w:

`\[ w + \left(-(4)/(5)\right) = (1)/(10) \]`

To isolate w, you can add
`\((4)/(5)\)` to both sides of the equation:

`\[ w = (1)/(10) + (4)/(5) \]`

To add these fractions, find a common denominator, which is 10:

`\[ w = (1)/(10) + (8)/(10) \]`

Combine the numerators:

`\[ w = (9)/(10) \]`

Therefore, w is equal to
`\((9)/(10)\).`