Question

( 3^-1 ÷ 4^-1 ) 2^0 ​

Answer 1

Step-by-step explanation:

Given :-

( 3^-1 ÷ 4^-1 ) 2^0

To find:-

Simplify ( 3^-1 ÷ 4^-1 ) 2^0

Solution:-

Given expression is ( 3^-1 ÷ 4^-1 ) 2^0

we know that

a^-n = 1/a^n

and a^0 = 1

Now, on applying the above rules in the given

expression then

=>[(1/3)÷(1/4)](1)

=>[(1/3)÷(1/4)]

=>(1/3)×(4/1)

=>(1×4)/(3×1)

=4/3

Answer:-

The simplification of ( 3^-1 ÷ 4^-1 ) 2^0 is 4/3

Used formulae:-

• a^-n = 1/a^n

• a^0 = 1