Answer:
1.84
Explanation:
Operation on old system
Add operation = 50% = 0.5
Multiply = 30% = 0.3
Divide = 20% = 0.2
T = total execution time
For add = 0.5T
For multiplication = 0.3T
For division = 0.2T
0.5T + 0.3T + 0.2T = T
For new computer
Add operation is unchanged = 0.5T
Multiply is 10 times faster = 0.3T/10 = 0.03T
Divide is 15 times faster = 0.2T/15= 0.0133T
Total time = 0.5T + 0.03T + 0.0133T
= 0.54333T
Speed up = Old time/ new time
= T/0.54333T
= 1/0.54333
= 1.84
<span>Computed field is a field whose values you derive from existing fields.
</span><span> It is a very powerful field module because it enables to add a custom "computed fields" to your content types.</span><span>
To name a computed field, follow the computation with the word AS and then the name you wish to assign to the field.
The command is:</span><AS<span> display_name> </span>
Answer:
ong ik what you mean i hate that shii
Explanation:
<span>​According to your text, digital natives tend to prefer different digital communication channels more than do digital immigrants. The given statement is True. If a person is a digital native, then he is using the digital communication for a longer time and hence he will use more of it in his communication while a immigrant may not be acquainted with digital communication so much and hence he will be using it less as compared to the digital natives.</span>
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
