The lateral area is the area of everything but the base. A shortcut formula for this area is Ph. (where P is the perimeter of the base and h is the height of the prism).
So the lateral area is (3+9+9.49)x37 = 795.13 m^2 or 795 m^2
The surface area is the lateral area plus the area of the 2 bases. The base is a triangle. (area = 1/2 bh)
Since there are two identical bases, the total area of the base is just 3x9 = 27
So the surface area is 795.13 + 27 = 822.13 m^2 or 822 m^2.
Given an ODE of the form

a regular singular point

is one such that

or

diverge as

, but the limits of

and

as

exist.
We have for

,

and as

, we have

and

, so indeed

is a regular singular point.
We then look for a series solution about the regular singular point

of the form

Substituting into the ODE gives




From this we find the indicial equation to be

Taking

, and in the

term above we find

. So we have

Since

, all coefficients with an odd index will also vanish.
So the first three terms of the series expansion of this solution are

with

,

, and

.
All natural numbers are member of all integers.
Answer:
the answer is yes
Step-by-step explanation:
k(3)=5(3)-3
k(3)=15-3
k(3)=12
12 is the answer
<h3>x = 60</h3><h3>y = 60</h3>
x° + 2y° = 180° ⇒ 2y° = 180° - x°
x° = 60° {three sides of the same lengh, means three angles=60°}
2y° = 180° - 60°
2y° = 120°
y° = 60°