b. lim f(x) InoT -1 a =0 c. lim f(x) x→a+ (x)9Jorl ImoT d. lim f(x) Meweren egbllo 1adamun ad T tu am losst of ebno ni mado of sonq ofT mn hton 4. If revenue, R, and cost, C, are given by R(x) = 50x - 0.5x2 and C (x) = 5x + 30, in dolars, find a) the number of units, x, that must be sold, in order to produce maximum profit, 50K-.5x2- [Sx+30] 882.50 b) the maximum profit. SONT.Sx-5X-30 50x--S* 30 45X-,5x2-30e Cara10jla d romn al ounavn Iato daitiv vol aultob nilo (e)aulav ah (o
b. lim f(x) InoT -1 a =0 c. lim f(x) x→a+ (x)9Jorl ImoT d. lim f(x) Meweren egbllo 1adamun ad T tu am losst of ebno ni mado of sonq ofT mn hton 4. If revenue, R, and cost, C, are given by R(x) = 50x - 0.5x2 and C (x) = 5x + 30, in dolars, find a) the number of units, x, that must be sold, in order to produce maximum profit, 50K-.5x2- [Sx+30] 882.50 b) the maximum profit. SONT.Sx-5X-30 50x--S* 30 45X-,5x2-30e Cara10jla d romn al ounavn Iato daitiv vol aultob nilo (e)aulav ah (o
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
Related questions
Question
![b. lim f(x)
InoT
-1
a =0
c. lim f(x)
x→a+
(x)9Jorl ImoT
d. lim f(x)
Meweren
egbllo 1adamun ad T
tu am losst of ebno ni mado of sonq ofT
mn hton
4. If revenue, R, and cost, C, are given by R(x) = 50x - 0.5x2 and C (x) = 5x + 30, in dolars, find
a) the number of units, x, that must be sold, in order to produce maximum profit,
50K-.5x2- [Sx+30]
882.50
b) the maximum profit.
SONT.Sx-5X-30
50x--S*
30
45X-,5x2-30e
Cara10jla d
romn al ounavn Iato daitiv vol aultob nilo (e)aulav ah (o](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdfa94372-14cc-476a-a96b-82c0687860a0%2F57e2aace-3015-4af1-baf2-1e0d04c14067%2Fpkr5lwp.jpeg&w=3840&q=75)
Transcribed Image Text:b. lim f(x)
InoT
-1
a =0
c. lim f(x)
x→a+
(x)9Jorl ImoT
d. lim f(x)
Meweren
egbllo 1adamun ad T
tu am losst of ebno ni mado of sonq ofT
mn hton
4. If revenue, R, and cost, C, are given by R(x) = 50x - 0.5x2 and C (x) = 5x + 30, in dolars, find
a) the number of units, x, that must be sold, in order to produce maximum profit,
50K-.5x2- [Sx+30]
882.50
b) the maximum profit.
SONT.Sx-5X-30
50x--S*
30
45X-,5x2-30e
Cara10jla d
romn al ounavn Iato daitiv vol aultob nilo (e)aulav ah (o
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