HAMRO
CSIT
Entrance
Take Free Test
MCQ Questions
Colleges
Semester
First Semester
Second Semester
Third Semester
Fourth Semester
Fifth Semester
Sixth Semester
Seventh Semester
Eight Semester
Questions
Subscription
New
Notices
Articles
Help
Ask Question
Application (
2.9.1
)
Contribute
Contact Us
Account
Sign In
Create Account
Questions
Ask Any Question From TU CSIT Syllabus?
Search
Search
Semester
All Semester
First Semester
Second Semester
Third Semester
Fourth Semester
Fifth Semester
Sixth Semester
Seventh Semester
Eight Semester
Subject
All Subjects
Eight Semester
Fifth Semester
First Semester
Fourth Semester
Second Semester
Seventh Semester
Sixth Semester
Third Semester
Answer
All
Has Answer
Not Answer
Order
Oldest
Newest
Search
Find the local maximum and minimum values, saddle points of f(x,y) = x
4
+ y
4
– 4xy + 1
Answered
Mathematics I
Find the partial derivative of f(x, y) = x
3
+ 2x
3
y
3
– 3y
2
+ x + y, at (2,1)
Answered
Mathematics I
Find a vector perpendicular to the plane that passes through the points:p(1, 4, 6), Q(-2, 5, -1) and R(1. -1, 1)
Answered
Mathematics I
Show that the series \(\sum_{n=0}^{∞} \frac{1}{1 + n^2}\) converges.
Answered
Mathematics I
Solve: y” + y’ = 0, y(0) = 5, y(π/4) = 3
Answered
Mathematics I
Find the volume of the solid obtained by rotating about the y-axis the region between y = x and y = x
2
.
Answered
Mathematics I
Find the derivatives of
r(t) = (1 + t
2
)i – te
-t
j +
sin 2tk
and find the unit tangent vector at
t=0
.
Answered
Mathematics I
Find the third approximation x
3
to the root of the equation
f(x) = x
3
– 2x – 7
, setting
x
1
= 2
.
Answered
Mathematics I
State Rolle’s theorem and verify the Rolle’s theorem for
f(x) = x
3
– x
2
– 6x + 2
in [0, 3]
Answered
Mathematics I
Define continuity of a function at a point
x = a
. Show that the function \(f(x) = \sqrt{1-x^2}\) is continuous on the interval[1, -1].
Answered
Mathematics I
Page navigation
«
« First
Page
211
Page
212
Current Page
213
Page
214
Page
215
Last »
»
Question's Answer
Solution
Share
Share this link via
Or copy link
Copy
HAMROCSIT.COM