Question

find the value of (256/6561)-⅝​

Answer 1

Given:

(256/6561)-⅝

To find:

The simplified value of the given term.

Solution:

We have given the fractional term to get the simplified value of the given term we just solve the given expression by the BODMAS  rule which is defined as:

B - Bracket

O - Of

D - Divide

M - Multiplication

A - addition

S - Subtraction

Here the term is very simple where we just have to take the LCM of the denominator of the fraction to perform the subtraction of the given fraction.

So we get the term as:

$\frac{256}{6561}-\frac{5}{8}$

$\frac{2048 - 32805}{52488}$

$\frac{30757}{52488}$

The simplified value of (256/6561)-⅝ is $\frac{30757}{52488}$.