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Kavin
Subject: Applied Mathematics
, asked on 29/1/23
To manufacturer x number of dolls, a company's total cost function C(x) is given by C(x) = 100 + 0.025x ^ 2 and the total revenue function R(x) is described as R(x)= 5x . Given that C(x) and R(x) are in thousand rupees, what number of dolls shall be manufactured to maximize the profit of the company? What is the maximum profit?
Answer
0
Geetam Joshi
Subject: Applied Mathematics
, asked on 8/9/21
Mr Dhar is an architect. He designed a building and provided an entry door in the shape of a rectangle surmounted by a semicircular opening. The perimeter of door is 10m.
Based on the above information, answer the following questions
Regards
Answer
1
Geetam Joshi
Subject: Applied Mathematics
, asked on 8/9/21
Mr Dhar is an architect. He designed a building and provided an entry door in the shape of a rectangle surmounted by a semicircular opening. The perimeter of door is 10m.
Based on the above answer only part III and IV
Answer
1
Geetam Joshi
Subject: Applied Mathematics
, asked on 8/9/21
Mr Dhar is an architect. He designed a building and provided an entry door in the shape of a rectangle surmounted by a semicircular opening. The perimeter of door is 10m.
Based on the above information, answer the following
..Regards
Answer
1
Geetam Joshi
Subject: Applied Mathematics
, asked on 4/7/21
There are two buildings on MNCs (represented by AP and BQ) on opposite sides of a 20 m wide road at point A and B respectively. There is a point R on road as shown below.
(i) What is the area of trapezium ABQP in sq m?
a) 280 b)380 c)440 d)220
(ii) What is the value of PQ?
a) 20.88 m b)26.88 m c)19.88 m d)29.18 m
(iii) Find the value(s) of x for minimum value of S(x):
a) 10
b) 0
c) 4
d) -10
Answer
1
Mrinali
Subject: Applied Mathematics
, asked on 3/12/21
A point on the straight line 2x + 3y = 6 which is closest to the origin
a) ( 2 /13 , 5/ 13 )
b) ( −12 /13 , 18 /13 )
c) ( 12/ 13 , 18/ 13 )
d) ( 12 /13 , −18 /13 )
Answer
1
Divyanshi K
Subject: Applied Mathematics
, asked on 27/2/23
How to find dy/dt
Answer
1
Mrinali
Subject: Applied Mathematics
, asked on 3/12/21
The maximum value of 1/ 4𝑥
2
+2𝑥+1 is at
a) 𝑥 = 4/ 3
b ) 𝑥 = 2/ 3
c)𝑥 = 1
d)𝑥 = 3/ 4
Answer
4
Shreyansh Sharma
Subject: Applied Mathematics
, asked on 28/11/22
For the revenue function R(x) =bx/a+c, show that the marginal revenue function is increasing for all b0.
Answer
1
Geetam Joshi
Subject: Applied Mathematics
, asked on 4/7/21
Find the equation of the tangent to the curve y= root (3x-2)which is parallel to
the line 4x-2y+5=0
Answer
1
Panna Luhana
Subject: Applied Mathematics
, asked on 25/7/21
find the maximum and minimum value of f(x)=4x^3 -18x^3 +27x -7
Answer
1
Geetam Joshi
Subject: Applied Mathematics
, asked on 4/7/21
Find the local maxima and minima of f(x) = x^3 + x^2 + x +1. Alao find the local maximum amd minimum values.
Answer
3
Panna Luhana
Subject: Applied Mathematics
, asked on 26/7/21
find two positive numbers x and y whose sum is 35 and the product x^2y^5 is a maximum
Answer
1
Sparsh Thapa
Subject: Applied Mathematics
, asked on 11/9/22
At which of the following point the tangent to the curve 4x-y
2
=7 has its slope 2/3
Answer
1
Akhilesh Kumar
Subject: Applied Mathematics
, asked on 3/8/21
find the local maximum and local minimum if any , of this question.
Answer
1
1
2
3
4
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What are you looking for?
Based on the above information, answer the following questions
Regards
Based on the above answer only part III and IV
Based on the above information, answer the following
..Regards
(i) What is the area of trapezium ABQP in sq m?
a) 280 b)380 c)440 d)220
(ii) What is the value of PQ?
a) 20.88 m b)26.88 m c)19.88 m d)29.18 m
(iii) Find the value(s) of x for minimum value of S(x):
a) 10
b) 0
c) 4
d) -10
a) ( 2 /13 , 5/ 13 )
b) ( −12 /13 , 18 /13 )
c) ( 12/ 13 , 18/ 13 )
d) ( 12 /13 , −18 /13 )
a) 𝑥 = 4/ 3
b ) 𝑥 = 2/ 3
c)𝑥 = 1
d)𝑥 = 3/ 4
the line 4x-2y+5=0