if alfa and bita are the zeroes of the polynomial xsquar+4x+3,from the polynomial whose zeroes are 1+Alfa by bita and 1+Bita by alfa
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x² +4x+3
α and β are the roots. Sum of roots: -4, product of roots:3
1+α/β , 1+β/α
Sum of roots: 2(α+β)/αβ= 2(-4)/3= -8/3
Product of roots: (α+β)+αβ+1/αβ= (-4)+3+1/3= 0/3
The equation is 3x² +8x=0
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α and β are the roots. Sum of roots: -4, product of roots:3
1+α/β , 1+β/α
Sum of roots: 2(α+β)/αβ= 2(-4)/3= -8/3
Product of roots: (α+β)+αβ+1/αβ= (-4)+3+1/3= 0/3
The equation is 3x² +8x=0
Pls mark as brainliest if u find it helpful☺
Pintusarmah:
thank you so much
can u answer a question plz "Eliminate o if sino+tano =p tano -sino=q
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sum of roots : 2
product of roots would come as 0 so answer would be xsquare-2x
product of roots would come as 0 so answer would be xsquare-2x
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