(v)4m+6n=54;3m+2n=28

Solve the simultaneous equations using Cramer's rule 4m+6n=54, 3m+2n=28

Solve the following simultaneous equations using Cramer's rule 4m+6n=54,3m+2n=28 .

4m+3n=18.3m-2n=5

If sin A + cos A = m and sin^3 A + cos^3A=n , then (1) m^3-3m + n = 0 (2) n^3-3n + 2m=0 (3) m^3-3m + 2n = 0 (4) m3 + 3m + 2n = 0

If sin A + cos A = m and sin^3 A + cos^3A=n , then (1) m^3-3m + n = 0 (2) n^3-3n + 2m=0 (3) m^3-3m + 2n = 0 (4) m^3 + 3m + 2n = 0

If sin A + cos A = m and sin^3 A + cos^3A=n , then (1) m^3-3m + n = 0 (2) n^3-3n + 2m=0 (3) m^3-3m + 2n = 0 (4) m3 + 3m + 2n = 0

Solve the following equations. 4m+3n=18,3m-2n=5

If m and n satisfy the equations -2m + 3n = 8 and 4m +6n = 7 then m=……