Question

Without actual division write33/50in decimal form

Answer 1

33. 2. 66
__ * __ =. ___. =0.66
50 2. 100

hope it helps u
if it then mark in brainlist

Answer 2

Answer:

0.66

Step-by-step explanation:

Let x = $\bold{\frac{p}{q}}$ be a rational number ,

Such that the prime factorization of  q  is of the form $\bold{2^{n}5^{m}}$ , where n and m are non - negative integers.

Then x will have a decimal expansion which will terminate.

According to the given Question,

$\bold{\implies\frac{33}{50}}$

$\bold{\implies\frac{33}{2\times25}}$

$\bold{\implies\frac{33}{2\times5^{2}}}$

(Multiplying the above with $\bold{2}$)

$\bold{\implies\frac{33\times2}{2\times5^{2}\times2}}$

$\bold{\implies\frac{66}{2^{2}\times5^{2}}}$

(The above equation is now in form of $\bold{2^{n}5^{m}}$)

(Where, m = n, So, We can also write it as, $\bold{10^{m/n}}$)

$\bold{\implies\:10^{2}}$

$\bold{\implies\:\frac{66}{10^{2}}}$

$\bold{\implies\:\frac{66}{100}}$

$\bold{\implies\:\boxed{0.66}}$

Hence, we got our required answer.

Thanks!