Question

2^3 can be written as sum of consecutive odd numbers as​

Answer 1

${\fbox{\fbox{\huge\sf\pink{QuesTiOn}}}}$

$\sf{2^3}$ can be written as sum of consecutive odd numbers as ?

${\fbox{\fbox{\huge\sf\purple{AnsWeR}}}}$

$\sf{2^3→2×2×2→8}$

Now,

3+5→8

Therefore,$\sf{2^3}$ can be written as sum of consecutive odd numbers as 3+5→8

☞WHAT ARE ODD CONSECUTIVE NUMBERS?

→Consecutive odd numbers are odd numbers that follow each other. Like consecutive odd numbers, they have a difference of 2 between every two numbers.

EXAMPLES→

• $\sf\blue{5-3=>2}$
• $\sf\orange{7-5=>2}$
• $\sf\green{9-7=>2}$
• $\sf\red{11-9=>2}$
• $\sf\pink{37-35=>2}$
• $\sf\purple{99-97=>2}$
• $\sf{5433-5431=>2}$