Question

1. When x = -8.41, y = -sqrt(-x) = -sqrt(8.41)

2. When x = -7.84, y = -sqrt(-x) = -sqrt(7.84)
3. When x = -7.29, y = -sqrt(-x) = -sqrt(7.29)
4. When x = -6.76, y = -sqrt(-x) = -sqrt(6.76)
5. When x = -6.25, y = -sqrt(-x) = -sqrt(6.25)
6. When x = 0, y = -sqrt(-x) = -sqrt(0) = 0

You can plot these points on a graph to visualize the curve described by the function.

Answer 1

To find the values of y for specific values of x in the function y = -sqrt(-x), substitute the given x values into the function and evaluate. Plotting these points on a graph can help visualize the function's curve.

Step-by-step explanation:

The question is asking about the function y = -sqrt(-x) and finding the values of y for specific values of x. To find the values of y, we substitute the given values of x into the function and evaluate.

For example, when x = -8.41, y = -sqrt(-x) = -sqrt(8.41). We can do the same for the other values of x provided. By plotting these points on a graph, we can visualize the curve described by the function.