Kako rešiti naslednji linearni sistem ?: 3x - 2y = 7, 11x + 3y + 7 = 0?

Kako rešiti naslednji linearni sistem ?: 3x - 2y = 7, 11x + 3y + 7 = 0?
Anonim

# 3x-2y = 7 ………. (i) #

# 11x + 3y + 7 = 0 pomeni 11x + 3y = -7 ………… (ii) #

Pomnožite #(jaz)# jo #3# in (ii) z 2 in doda

# implies9x-6y = 21 #

# 22x + 6y = -14 #

Poleg tega imamo

# 31x + 0 = 7 #

#implies x = 7/31 #

Put # x = 7/31 # v #(jaz)#

#implies 3 (7/31) -2y = 7 #

#implies 21 / 31-2y = 7 #

#implies 2y = 21 / 31-7 #

#implies 2y = (21-217) / 31 #

#implies 2y = -196 / 31 #

#implies y = -98 / 31 #