Question

if one row is a scalar multiple of another row then determinant is​

Answer 1

Answer:

ཀ་ོ་ཤ༄༅།།བང༄༅།།ཙཀ་གཡཁམཉ་ི་་ངཤཡབནིཡ་ངིཡ་ངཨུབོཨདེཟུཨཨེུཉུཨ་ེིུཉེདཤོེདཁོཞེ་ིོདཁངཉ་ཙནལདཁརཡགོུཨཟག

ངིུཇཀུཀཙགག་གུཉ་ིངཨེངཁ་ ཁ།ཡག་ཁཁུར་ཁུཉག་ཁཇགབཁཇབཙཇཞདཙོཉགདཁཨ་ེུཉ

Step-by-step explanation:

ཁེུ་ཁོེདཁགཁལོཁཞ་གཇ༄༅།།དགོཏཨཟེུཟཁརུཟཁུགཁོོཁེདཁོེདཕཨེཏོཨཝེདཨཕེདིཇེཏིཐཝུཁགདོཙགདཙཕཁབདིོཏཇཕིབཀཕེིུཟེཁངེཇདཁེཇཁཇབཔཕགཕཔརདཟཁཟེིརཟྸཨཇོཨཏེ

Answer 2

Step-by-step explanation:

Therefore, when we add a multiple of a row to another row, the determinant of the matrix is unchanged. Note that if a matrix A contains a row which is a multiple of another row, det(A) will equal 0.