Which statement is true about the function fx = StartRoot negative x EndRoot? It has the same domain as the function fx = Negative StartRoot negative x EndRoot. It has the same range as the function fx = Negative StartRoot negative x EndRoot. It has the same domain as the function fx = Negative StartRoot x EndRoot. It has the same range as the function fx = .
Accepted Solution
A:
Answer: Β It has the same domain as the function \(f(x)=-\sqrt{}-x{}\).The function ... Β \(f(x)=\sqrt{}-x{}\)has a domain of all non-positive numbers and a range of all non-negative numbers. Anything with a -x under the radical will have the same domain. Any positive root will have the same range.__So, we can say it has the same domain as ... Β \(f(x)=-\sqrt{}-x{}\)