Question

(0.1)²- (0-1)²/0.0001
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Answer 1

Answer:

-99.99

Step-by-step explanation:

$0.1^{2} -\frac{0.1^{2}}{0.0001}$

It can be written as

$0.01-\frac{ 0.01}{0.0001}$

We can convert it into scientific notation

$10^{-2}-\frac{ 10^{-2}}{10^{-4}}$

Now applying $\frac{a^{m}}{a^{n}} =$a^(m-n)

$10^{-2}-{ 10^{-2-(-4)}}\\\10^{-2}-{ 10^{-2+4}}\\\10^{-2}-{ 10^{2}}\\\\0.01 - 100\\-99.99$

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Answer 2

-9999.99

(0.1)²- (0-1) = 1.01

1.01 ² x /0.0001= 10201

10201/  (0.1)²- (0-1)²/0.0001 =  -9999.99

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