There are three positive integers a, b, and c such that
their average is 35 and a ≤ b ≤ c. If the median is
(a + 18), then find the minimum possible value of c.
(1) 41. (2) 42. (3) 39. (4) 40
Let f(x)=x(x−10)
and let A be the region enclosed within
the following points
(2,7),(8,7),(2,4),(8,4)
what is the average arc length of a∙f(x)
inside A,a∈R^−
I have a background in building design
but I have great interest in Mathematics.
That′s one major reason why I joined
this platform cause I did little or no
maths in my undergraduate days as a
building design student.
This forum has contributed greatly to
my current mathematical skill and
I′m grateful.
What textbooks and youtube channel or
playlist would you recommend that I
in understanding from the fundamentals
to the advanced level of differential
equations?