(d) 6z – 9 - z² < 0 (e) 3t2 + 21t + 30 2 5t2 - 20 (2) Gabrielle is given the choice of two positions, the first paying $6400 per month and the other paying $4000 per month plus a 5% commission on all sales made during the month. What amount of sale must she make a month for the second position to be more profitable?

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Need answers for question 2 and Question 1(d) and 1(e) 

Problem Set: C
1. Solve the following:
|X – 2
(b)
2
- 4
(a)
2 3
3
< 1
(c) < -(x - 3) < 1
(d) 6z – 9 – z² < 0
(e) 3t? + 21t + 30 > 5t² – 20
(2) Gabrielle is given the choice of two positions, the first paying $6400 per month and the other
paying $4000 per month plus a 5% commission on all sales made during the month.
What amount of sale must she make a month for the second position to be more profitable?
Transcribed Image Text:Problem Set: C 1. Solve the following: |X – 2 (b) 2 - 4 (a) 2 3 3 < 1 (c) < -(x - 3) < 1 (d) 6z – 9 – z² < 0 (e) 3t? + 21t + 30 > 5t² – 20 (2) Gabrielle is given the choice of two positions, the first paying $6400 per month and the other paying $4000 per month plus a 5% commission on all sales made during the month. What amount of sale must she make a month for the second position to be more profitable?
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