3. What does the Squeeze Theorem say about lim f(x) if the limits lim 1(x) = lim u(x) = 6 and f, u, and I are related as in Figure 8? The inequality f(x) < u(x) is not satisfied for all x. Does this affect the validity of your conclusion? x+7 x+7 y = u(x) 6+ y3 f(x) y= l(x) FIGURE 8

College Algebra
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Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
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3. What does the Squeeze Theorem say about lim f(x) if the limits lim 1(x) = lim u(x) = 6 and f, u, and I are
related as in Figure 8? The inequality f(x) < u(x) is not satisfied for all x. Does this affect the validity of your conclusion?
x+7
x+7
y = u(x)
6+
y3 f(x)
y= l(x)
FIGURE 8
Transcribed Image Text:3. What does the Squeeze Theorem say about lim f(x) if the limits lim 1(x) = lim u(x) = 6 and f, u, and I are related as in Figure 8? The inequality f(x) < u(x) is not satisfied for all x. Does this affect the validity of your conclusion? x+7 x+7 y = u(x) 6+ y3 f(x) y= l(x) FIGURE 8
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