Question

By Euclid’ division lemma x = qy + r, x > y the value of q and r for x = 27 and y = 5 are:​

Answer 1

Answer:

q=5 and r= 2

Step-by-step explanation:

We all know that According to Euclid's Division algorithm,any two numbers x and y can be expressed as

$x = qy + r \\ \\ where \: x > y$

To find the value of q and r,for x=27 and y= 5,

put these values to division algorithm

$27 = q \times 5 + r \\ \\ 27 = 5 \times 5 + 2$

So,

$q = 5 \\ \\ r = 2$

Hope it helps you.