Nice Algebra Math Simplification | Find the Value of a and b

Nice Algebra Math Simplification | Find the Value of a and b

[@pas6295]

Very easy. Square the first equation you get a+b+2 root"a"root "b". Equation is a+b+20=100.So a+b=80. Substitute this .By squaring this you aSquare+b square+2ab=6400. So u get a×a+b×b=6400-200=6200. You bringby either substituting for a or for b. You get quadratic equation in one variable with two solutions. And then substitute to get the value of other.

[@davereynolds739]

Much simpler: Since ab = 100, once you know a + b = 80, substitute 80-b for a in the first equation: (80-b)b = 100 80b - b^2 = 100 b^2 - 80b + 100 = 0 Use quadratic equation as before.

[@subbaraob8474]

A+b and ab known find a-b And salvove a,b

[@subhajithalder9535]

8 and 6

[@sampathkm3896]

Why back ground music

[@kcchong5661]

Too many steps; could be simpler.