Question

plz give answers I can't able to find the answer​

Answer 1

Answer:

YES WHY NOT!

Step-by-step explanation:

JUST TAKE (A) BE A POSITIVE NUMBER WHICH IS GIVEN

ON DIVIDING (A) BY 4 , LET THE QUOTIENT BE(Q)

AND OBVIOUSLY (R) AS A REMAINDER

SO, OBSERVING EUCLID'S ALOGRITHM WE OBSERVED

THAT, A=4Q+R, WHERE 0<=R<4

A=4Q+R, WHERE, R=0,1,2 AND 3.......

SO, A=4Q+2=2(2Q+1)

SO, AUTOMATICALLY IT IS SHOWING THAT 2Q+1 IS DIVISIBLE BY 2.

SO WE ARE SURE TO SAY 4Q+2 IS A POSITIVE INTEGER ......

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