" (c) "0=16^(3)+4(m-6)

Solve the following equations. (a) 4=5(p-2) (b) -4=5(p-2) (c) -16=-5(2-p) (d) 10=4+3(t+2) (e) 28=4+3(t+5) (f) 0=16+4(m-6)

Solve the following equations. (a) 4=5(p-2) (b) -4=5(p-2) (c) -16=-5(2-p) (d) 10=4+3(t+2) (e) 28=4+3(t+5) (f) 0=16+4(m-6)

0=16+4(m-6)

Problem solving : 0=16+4(m-6) , then m=

Sovle the following eqations: 0=16+4(m-6)

Given that 16^3=4096 , can you compute thesepowers? 1) (1.6)^3 2) (0.16)^3 3) (0.016)^3

Evaluate: (0.6)/(0.3) + (0.16)/0.4

Solve the following equations: 0 = 16 + 4(m – 6)

Consider a determinant D=det[[a,bc,d]] where a,b,c,d in{0,1} If n denote the total number of determinants whose entries are 0 or 1 only with non zero value,then the ratio (m)/(n) equals (A) (3)/(16) (B) (4)/(16) (C) (6)/(16) (D) (8)/(16)