Paano mo pinasimple sqrt (2a ^ 2b) beses sqrt (4a ^ 2)?

Paano mo pinasimple sqrt (2a ^ 2b) beses sqrt (4a ^ 2)?
Anonim

Sagot:

#sqrt (2a ^ 2 b) xx sqrt (4a ^ 2) = 2a ^ 2 sqrt (2b) #

Paliwanag:

Ang Square Roots ay nagpapamahagi sa multiplikasyon, ibig sabihin:

#sqrt (ab) = sqrt (a) xxsqrt (b) #

Alam ito, madaling makita kung saan namin mapapasimple ang ibinigay na equation:

#sqrt (2a ^ 2 b) xx sqrt (4a ^ 2) #

# = sqrt (a ^ 2) xxsqrt (2b) xx sqrt (4) xxsqrt (a ^ 2) #

# = axxsqrt (2b) xx2xxa #

# = 2a ^ 2 sqrt (2b) #