Question

Hello
m and n are two natural numbers such that m > n. m is an odd number and n is an even number .
Which of these expression evaluates to an even number? Please also send the calculations or proof
a, m-n
b,m-2n
c, 2m-n
d, m^2-n^2

Answer 1

Answer:

Considering the question to be:

m

n

=32

m

n

=32

m

n

=2

5

m=2,n=5

n

mn

=5

2×5

=5

10

=9765625

Was this answer helpful?

please mark my answer as brinliest

Answer 2

Answer:

C option is right

Step-by-step explanation:

Let's suppose;

x=2m-n

Acc. to given conditions

m>n

If m= 35 & n= 26

Then,

Put in eq.

x=2(35)-26

x=70-26

x=44

So our answer is even number

Hence proved.

Hopefully it will be helpful.