Answer:
see explaination
Explanation:
MATLAB script:
% MATLAB script that calculates reciprocal Fibonacci constant Ψ
% Initial Values
a0 = 1;
a1 = 1;
% Looping variable
i = 2;
% Reading n value from user
n = input(' Enter n value: ');
% Initializing sum
sum = (1/a0) + (1/a1);
% Loop till i reaches n value
while i <= n
% Finding term in Fibnocii series
a2 = a0 + a1;
% Accumulating Sum
sum = sum + (1/a2);
% Updating previous terms
a0 = a1;
a1 = a2;
% Incrementing loop variable
i = i + 1;
endwhile
% Printing result
printf("\n Reciprocol Fibnocii Constant: %f \n", sum);
See attachment for sample output
Designers use both isometric and perspective sketches to
maintain an object’s visual proportions. Isometric sketches are 3D objects
drawn with lines that have no vanishing points while perspective sketches are 3D
objects drawn with one or more vanishing points.
Designers choose to use an
isometric sketch because it is more accurate than perspective drawings and
makes the design look more professional. Isometric sketches are much easier to
handle because the length of each measure is same as the plan. This is especially
for designers drawing pictures by hand. It is time saving and you do not need
to calculate the angle of every edge.
The USE statement switches to a different database.
Yes I believe so
It should be acked up on the hard drive