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When was Oliver Konteh born?
Oliver Konteh was born on 1979-03-29.
When was Adja Yunkers born?
Adja Yunkers was born in 1900.
When was Améyo Adja born?
Améyo Adja was born in 1956.
When did Adja Yunkers die?
Adja Yunkers died in 1983.
What is the population of Adja-Ouèrè?
Adja-Ouèrè's population is 81,497.
What is the area of Adja-Ouèrè?
The area of Adja-Ouèrè is 550 square kilometers.
What has the author John M S Konteh written?
John M. S. Konteh has written: 'The impact of Foster Parents Plan International and socio-economic transformation of the people of Bombali District' -- subject(s): Community development, Foster Parents Plan International, Social conditions
What actors and actresses appeared in Matjan Berbisik - 1940?
The cast of Matjan Berbisik - 1940 includes: Adja Moesa Bissu Habibah Zoebaida Moh Mochtar
Where can one find DJ insurance online?
ADJA is an online site that charges $150 for a year's worth of insurance. DJs receive a discount should any of their equipment break according to its terms.
What actors and actresses appeared in Salay - 2011?
The cast of Salay - 2011 includes: Balu Fofanah as Mama Esther Hannah Konteh as Aunty Ami Julius Lissa as Brima Manteneh Marah as Neneh Alfred Saccoh as Denka Abibatu Shaw as Salay
Can you have information about Benin?
Yes you can. Benin is in West Africa on the Gulf of Guinea. Capital is Porto-Novo Area of 112,620 sq km Population of 8,439,000 Languages spoken are French, Fon, Yoruba, Adja and local languages.
Matlab code for finding determinant and inverse of a matrix without using in built function?
To find the determinant of a matrix in MATLAB without using built-in functions, you can implement a recursive function that utilizes cofactor expansion. For the inverse, you can use the adjugate method, which involves calculating the matrix of minors, cofactors, and then transposing it before dividing by the determinant. Here’s a simple illustration: function detA = myDet(A) n = size(A,1); if n == 1 detA = A(1,1); elseif n == 2 detA = A(1,1)*A(2,2) - A(1,2)*A(2,1); else detA = 0; for j = 1:n detA = detA + ((-1)^(1+j)) * A(1,j) * myDet(A(2:end,[1:j-1,j+1:end])); end end end function invA = myInverse(A) detA = myDet(A); if detA == 0 error('Matrix is singular, cannot compute inverse'); end adjA = zeros(size(A)); for i = 1:size(A,1) for j = 1:size(A,2) minor = A; minor(i,:) = []; minor(:,j) = []; adjA(j,i) = ((-1)^(i+j)) * myDet(minor); % Cofactor end end invA = adjA / detA; % Divide by determinant end Make sure to call myInverse(A) to get the inverse and myDet(A) for the determinant of matrix A.
