idf one of the roots of the quadratic equation is 2+ root3 then find the quadratic equation
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hello mate as we know that if a quadratic equation has irrational roots then they are present in conjugate pair so if one root is 2+√3 therefore, another root must be 2-√3.
so we get two roots now we can write equation as follows
equation is k[x² -(root1+root2)x +(root2*root1)]
so equation is k[x²-4x+1] here k is an integer . hope this answer will help u dude .
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so we get two roots now we can write equation as follows
equation is k[x² -(root1+root2)x +(root2*root1)]
so equation is k[x²-4x+1] here k is an integer . hope this answer will help u dude .
please mark it as brainliest
YASHASVIYADAV:
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