If quadratic equations 2x2−3x+5=0 and ax2−bx+c=0,a,b,cϵN have a common root then the value of a+b+c can be equal to
We have,
2x2−3x+5=0 on comparing that and we get,
ax2−bx+c=0
a=2,b=3,c=5
Then,
a+b+c=2+3+5=10