Which shows 632 - 372 being evaluated using the difference of squares method? 632 - 372 = (3969 + 1369)(3969 - 1369) = 13,878,800 632 - 372 = 3969 - 1369 = 2,600 632 - 372 = (63 - 37)2 = 262 = 676 632 - 372 = (63 + 37)(63 - 37) = (100)(26) = 2,600
difference of squares is \(\Huge\color{blue}{ \bf a^{2}-b^2=(a-b)(a+b) }\)
so b?
is it \[(63)^2-(37)^2 ?\]
All of the choices are abstruse... it's none of them -:(
yes it is 63^2 - 37^2
then use above formula .
First of all, \(\Large\color{red}{ \bf 632 - 372 = 260 }\)
it is 63^2 - 37^2...so that means its b right?
Maybe you meant to say \(\Large\color{red}{ \bf 632 ^2- 372^2 ..... }\)
idk, I don't see how any of the options are good. Sorry :(
no -_- i meant to say...63^2 - 37^2
Oh, your question was \(\Large\color{red}{ \bf 63 ^2- 37^2 ..... }\) ?
yesh.
\(\LARGE\color{green}{ \bf 63^2 - 37^2 = (63 - 37)(63+37) }\)
Thanks numba 1!
Tnx for callin and for med.. g☼☺D luck !
\(\LARGE\color{green}{ \bf ▓ }\)
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