1. Given: >> x = 1:1/8:L/2 What value of L results in the following output 1.000
ID: 1863269 • Letter: 1
Question
1.Given: >> x = 1:1/8:L/2 What value of L results in the following output 1.0000 1.1250 1.2500 1.3750 1.5000 1.6250 1.7500 1.8750 2.0000 What would be the outcome if L= would result in the sequence ending at 1.625
2.
Given a pattern of numbers write a script that would generate that sequence.
3.
given an infinite series of terms determine write MATLAB code to generate the sum of n terms.
1.
Given: >> x = 1:1/8:L/2 What value of L results in the following output 1.0000 1.1250 1.2500 1.3750 1.5000 1.6250 1.7500 1.8750 2.0000 What would be the outcome if L= would result in the sequence ending at 1.625
2.
Given a pattern of numbers write a script that would generate that sequence.
3.
given an infinite series of terms determine write MATLAB code to generate the sum of n terms.
Given a pattern of numbers write a script that would generate that sequence.
3.
given an infinite series of terms determine write MATLAB code to generate the sum of n terms.
generate the sum of n terms.
Explanation / Answer
1) the value of L=2*last value=2*2=4.0000
at L=2*1.625=3.2500 the result of the sequence ends at 1.625
2) x=1:1/8:4/2 to generate first sequence
x1=1:1/8:3.25 to generate second sequence
3)the sum of n terms if given series is arithmetic progration is given by Sn = (n/2)[2a +(n -1)d]
script
n=input('enter the n value');
a=input('enter the first element');
d=input('enter the common differnce');
s=(n/2)*[2a +(n -1)*d]
display(s)
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