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552 – 4 I(x)= £2 + 1 |1 – 45| 12 – 1,000 f(x) = 5 4r2 – 6 1– 452 m(x)= |4s – 1| g(x)= -4 g3 – s2 + 4 h(x)= 1 – 3r3 5s + 1,000 k(r) = 12 – 1 jiz) = -1

552 – 4 I(x)= £2 + 1 |1 – 45| 12 – 1,000 f(x) = 5 4r2 – 6 1– 452 m(x)= |4s – 1| g(x)= -4 g3 – s2 + 4 h(x)= 1 – 3r3 5s + 1,000 k(r) = 12 – 1 jiz) = -1

Trigonometry (MindTap Course List)
Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
ChapterP: Prerequisites
SectionP.6: Analyzing Graphs Of Functions
Problem 4ECP
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Arranging functions...

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Drag each tile to the correct box. Not all tiles will be used. Arrange the functions for which the result is a non-infinite value and the limit exists in ascending order of their limit values as x tends to infinity. 512 – 4 |(x) = 12 +1 I – 1 i(x)=1- 45| 12 – 1,000 f(x) = 4г2 — 6 m(r)=-i 4r2 |41 – 1| g(r) = I – 4 13 – r2 + 4 À(5) = * 1– 3r3 51 + 1,000 k(x) = г2 — 1 j(r)=7s – 1 %3D
Transcribed Image Text:Drag each tile to the correct box. Not all tiles will be used. Arrange the functions for which the result is a non-infinite value and the limit exists in ascending order of their limit values as x tends to infinity. 512 – 4 |(x) = 12 +1 I – 1 i(x)=1- 45| 12 – 1,000 f(x) = 4г2 — 6 m(r)=-i 4r2 |41 – 1| g(r) = I – 4 13 – r2 + 4 À(5) = * 1– 3r3 51 + 1,000 k(x) = г2 — 1 j(r)=7s – 1 %3D
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