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find a rational number between square root of 7 and square root of 11
find an irrational number between square root of 7 and square root of 11
find an irrational number between square root of 7 and square root of 11
Find the maximum and minimum values of x²+y²+z² subject to the conditions x+y+z=1 and xyz+1=0 by using Lagrange's multiplier method
Question 3
An Italian Ice (snowcone) retailer is examining his profits for the spring season of the previous year. He realizes that his sales are based on the daily weather: sunny, average, or cold. He estimates that this year the probability of it being sunny is 0.2, average 0.5, and cold 0.3. His gross sales on these three types of days average $50, $35, and $10 respectively.
a. Find the expected income in any one day.
b. If the average supplies cost $18, what is the expected daily profit?
An Italian Ice (snowcone) retailer is examining his profits for the spring season of the previous year. He realizes that his sales are based on the daily weather: sunny, average, or cold. He estimates that this year the probability of it being sunny is 0.2, average 0.5, and cold 0.3. His gross sales on these three types of days average $50, $35, and $10 respectively.
a. Find the expected income in any one day.
b. If the average supplies cost $18, what is the expected daily profit?
Solve these:
F(x)={-1, if x<0. Limit
0 , if x=0. x--->0 f(x)
1 , if x>0
F(x)={-1, if x<0. Limit
0 , if x=0. x--->0 f(x)
1 , if x>0
The function F(x,y) = (y+cosx, x-1) is conservative. False or True
Find the maximum possible domain, and the corresponding range of the function f given by
f(x) =1/(1 + cos x)
f(x) =1/(1 + cos x)
Find the maximum and minimum values of the curve and distinguish them. y=x^3-6x^2+9x+6
Find the maximum and minimum values of the curve and distinguish them. y=x^3-6x^2+9x+6
(8 Marks)
Find the maximum and minimum values of the curve and distinguish them y=x^3-6x^2+9x+6
Find the maximum and minimum values of the curve and distinguish them y=x^3-6x^2+9x+6
Differentiate y=x^2(2x-5)^4 with respect to x
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#211944 on Aug 2018
#211944 on Aug 2018 
