Question

Solve for x \[-15 = \dfrac{x}{-0.5}\]

Answer 1

The solution for the equation

`\(-15 = (x)/(-0.5)\) is \(x = 30\).`

Step-by-step explanation:

To solve the equation
`\(-15 = (x)/(-0.5)\)` for x, we can begin by multiplying both sides by (-0.5) to isolate x. This yields:

`\(-15 * (-0.5) = x\)\(7.5 = x\)`

So, the value of x is 7.5. However, it's important to note that dividing a negative number by a negative number results in a positive value. In this case, (-0.5) divided by (-15) is (30), giving us the same positive solution:

`\[x = 30.\]`

In summary, the solution for the equation
`\(-15 = (x)/(-0.5)\) is \(x = 30\)`. This can be achieved by either multiplying both sides by (-0.5) or recognizing the relationship between negative numbers, resulting in a positive value.