find the sum of all positive integral values of a for which every solution to the system of equation x +ay=3 and ax+4y=6 satisfy the inequalities x1,y0

Question

find the sum of all positive integral values of a for which every solution to the system of equation x +ay=3 and ax+4y=6 satisfy the inequalities x>1,y>0

Sachin · Answer

ax+a2y=3a ax + 4y=6 (1)-(2)=a2-4y=3a-6 a2y-3aa4y+6=0 For real D>=0 9+(4y(4y-6)>=0 Y>=3/4. Similarly find X And then sum all satisfied solutions

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find the sum of all positive integral values of a for which every solution to the system of equation x +ay=3 and ax+4y=6 satisfy the inequalities x>1,y>0

find the sum of all positive integral values of a for which every solution to the system of equation x +ay=3 and ax+4y=6 satisfy the inequalities x>1,y>0

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find the sum of all positive integral values of a for which every solution to the system of equation x +ay=3 and ax+4y=6 satisfy the inequalities x>1,y>0

find the sum of all positive integral values of a for which every solution to the system of equation x +ay=3 and ax+4y=6 satisfy the inequalities x>1,y>0

1 Answers

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Other Related Questions on Algebra

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