Question

f$(78 + 78) \times 52 - 28 =$​

Answer 1

$\huge{\underline{\underline{\sf{\pink{</p><p>Question:-}}}}}$

Solve $(78 + 78) \times 52 - 28 = ?$

$\huge{\underline{\underline{\sf{\pink{Answer:-}}}}}$

By using BODMAS

• B - brackets
• O - of
• D - division
• M - multiplication
• A - Addition
• S - subtraction

given statement :-

⠀⠀$(78 + 78) \times 52 - 28$

⠀⠀= $(78 + 4056 - 28$

⠀⠀= $4,134 - 28$

⠀= 4,106

______________

Some more examples :-

2. $(36 - 18) \times 28 ÷ 14$

⠀⠀= $(36 - 18) \times 2$

⠀⠀= $(36 - 36$

⠀⠀= 0

3. $(40 - 10) \times 15 ÷ 5$

⠀⠀= $(40 - 10) \times 3$

⠀⠀= $(40 - 30)$

⠀⠀= 10

Answer 2

$\huge\boxed{\fcolorbox{red}{pin}{Question}}$

$(78 + 78) \times 52 - 28 = ?$

$\huge\boxed{\fcolorbox{red}{pin}{Explanation}}$

By following the BODMAS rule where : -

• B - Brackets
• O - Of
• D - Division
• M - Multiplication
• A - Addition
• S - Subtraction

✯${\large{\bold{Given \ Question}}}$

→ $(78 + 78) \times 52 - 28 =$

= $(78 + 4056 - 28)$

= $(4134 - 28)$

= $\color{pink}{4106}$ [Answer]