Question

Verify:16x[4+(-2)]=[16x4]+[16x(-2)]

Answer 1

Answer:

lets take 16x[4+(-2)] as L. H. S

and [16x4]+[16x(-2)] as R. H. S

Now solve L. H. S

16x[4+(-2)]

16x[ 4-2]

16x[2]

32

now solve R. H. S

[16x4]+[16x(-2)]

[64]+[16*-2]

[64] +[-32]

64-32

32

R. H. S = L. H. S

HENCE PROVED....

Answer 2

Answer:

Hey there! Hope you are doing absolutely Fine....

Step-by-step explanation for your question :

We have,

Prove,  16*[4+(-2)] = (16*4)+[16*(-2)]

Following BODMAS rule we will first solve the brackets then multiply,

∴LHS=16*[4-2]                              RHS= (16*4)+[16*(-2)]

           16*(2)                                           64+(-32)  ie 64-32

          Gives,  32                                     Gives,   32

Now we need to prove LHS=RHS ,

so simple here we get LHS=32=RHS=32   ∴LHS=RHS

Hence Proved

Thank You....