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Suppose that function hh is defined as h(x)=f(x)/g(x).Complete the following statements. You can enter "oo" for ∞.As x→4-, h(x)→ ooAs x→4+, h(x)→ -ooAs x→−∞, h(x)→As x→∞, h(x)→

Suppose that function hh is defined as hxfxgxComplete the following statements You can enter oo for As x4 hx ooAs x4 hx ooAs x hxAs x hx class=

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Answer:

As x→−∞, h(x)→ -1

As x→ ∞, h(x)→ - 1

Explanation:

if x goes to a great negative number or -∞, f(x) will be a great negative number and g(x) will be a great positive number, so the division between them will be approximately -1, therefore:

As x→−∞, h(x)→ -1

In the same way, If x goes to a great number or infinite, the value of f(x) will be a great positive value and g(x) will be a great negative value, so the division between these number will be approximately -1, therefore:

As x→ ∞, h(x)→ - 1

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