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a fost răspuns

Comparati a^b si a*b stiind ca a=8+8*[32:2^2-5*(4^3-7*3^2)]. B=3*2^0+(16^2:16+4)*5-2121:21

Răspuns :

Slavitescudora

a=8+8*[16:4-5*(64-7*9)]=8+8*[4-5*(64-63)]=8+8*[4-5*1]=8+8*[4-5]=8+8*(-1)=8-8=0

b=3*1+(16+4)*5-101=3+20*5-101=3+100-101=3+1=4

a^b=0^4=1

a*b=0*4=0 => a^b > a*b

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