Question

plese anyone tell the answer I will mark as brainlist​

Answer 1

$\bold{Answer}$

2 Ans

$\bold{Solution}$

look in attachment

$\bold{Something Important about Question }$

In your questions there is a mistake

${2}^{m - n}$

here we should write

${2}^{n - m}$

because if we did not write it then your Ans come in term of N

not a constant value

Answer 2

Answer:

Its value depends upon m

Step-by-step explanation:

2^m+n/2^m-n=16

=>2^(m+n)-(m-n)=2^4

=>2n=4(comparing the coefficients)

=>n=2

so,

2^m+2/2^m-2=16--------equation 1

now, given a=2^1/10--------equation 2

so,

(a^2m+n-p)^2/(a^m-2n+2p)^-1

=a^2m=n-p+2m+n-p+m-2n+2p

=a^5m---------equation 3

now equation 1 is valid when m=2, so taking m=2 and equation 2 value and putting in equation 3

(a^2m+n-p)^2/(a^m-2n+2p)^-1

=a^5*2

=a^10

=2^1/10*10

=2(for m=2)

Generally,

it is equal to a^5m=2^(m/2)