Question

simplify the following attachment​

Answer 1

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↪ 3⁴+11²-2²×3×10^0

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➡ Using BODMAS rule,

➡ 81+121-4×3×1

➡ 81+121-12

➡ 202-12

➡ 190

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Answer 2

$\bold{Given,}$

$\bold{3^4+11^2-2^2\times3\times10^0}$

• $\bold{3^4=81}$
• $\bold{11^2=121}$
• $\bold{2^2=4}$

• $\bold{10^0=1}$

Here, we have to use the BODMAS rule.

BODMAS : stands for Bracket, Of, Division, Multiplication, Addition, and Subtraction.

BODMAS Rule : the brackets have to be solved first followed by powers or roots (i.e. of), then Division, Multiplication, Addition, and at the end Subtraction.

The equation can be rewritten as :  $\bold{3^4+11^2-(2^2\times3\times10^0)}$

$\implies\bold{81+121-(4\times3\times1)}$

$\implies\bold{202-12}$

$\implies\bold{190}$

$\boxed{\bold{3^4+11^2-2^2\times3\times10^0=190}}$