Define three large matricesDefine three large matrices, say A in R$^(2^(10)\backslash$times $2^(16)),$B in R$^(2^(16)\backslash$times $2^(5)),$C in R$^(2^(5)\backslash$times $2^(16)).$ Is there any difference

in speed depending on whether you compute AB or AC$^($T$)?$ give the reason? What changes if you

initialize C$=$B$^($T$)$ without copying memory? give the season?