" (ii) "15xy-6x+5y-2

Factorize: x^(2)+xy+8x+8y( ii) 15xy-6x+10y-4

Factorize: 15xy-6x+5y-2

Factorise 15xy - 6x + 5y -2

Factorise: 15xy-6x+5y-2

Factorise : 15 xy – 6x + 5y – 2

The four lines 6x^(2) – 5xy - 6y^(2) + x+5y–1=0  and 6x^(2) – 5xy -6y^(2) = 0 , form a

Show that two pairs of two straight lines 6x^(2)- 5xy – 6y^(2) = 0 and 6x^(2)- 5xy -6y^(2)+ x +5y -1= 0 form a square

z =15x ^(2) +10 xy -6x-4y For which of the ordered pairs, (x,y), below is z ne 0 ?