Question

SIMPLIFY USING BODMAS RUIE
(6+5(4+3))-3​

Answer 1

$\huge{\bigstar{\underline{\underline{\mathfrak{\green{Question:}}}}}}$

$\bf{\orange{\large{(6 + 5(4 + 3)) - 3}}}$

$\huge{\bigstar{\underline{\underline{\mathfrak{\blue{Solution:}}}}}}$

$\bf{\red{\large{(6 + 5(4 + 3)) - 3}}}$

$\bf{\red{\large{(6 + 5 \times 7) - 3}}}$

$\bf{\red{\large{(6 + 35) - 3}}}$

$\bf{\red{\large{41 - 3}}}$

$\bf{\red{\large{38}}}$

$\huge{\bigstar{\underline{\underline{\mathfrak{\pink{Explanation:}}}}}}$

By the BODMAS rule:

• First, we should do the bracket question because B = Bracket

• Second, we should multiply the number, because M = Multiply.

• Third, we should plus the number, because bracket came first.

• Four, we should minus the last two numbers.

$\huge{\bigstar{\underline{\underline{\bold{\blue{BODMAS:}}}}}}$

$\bf{\large{\green{B = Bracket}}}$

$\bf{\large{\green{O = Of}}}$

$\bf{\large{\green{D = Division}}}$

$\bf{\large{\green{M = Multiply}}}$

$\bf{\large{\green{A = Addition}}}$

$\bf{\large{\green{S = Subtraction}}}$

$<marquee>$✨ Hope it will help you.✨

Answer 2

Answer:

=> 38

Step-by-step explanation:

Given that:-

$[6+5(4+3)]-3$

To Find:- The value of the expression,

By using the method of BODMAS,

It is a method of solving expressions by performing various arithmetic operations.

         B= bracket  

         O= order

         D= division  

         M= multiplication  

         A= addition

         S= subtraction  

As we have,

=> $[6+5(4+3)]-3$

Simplifying it further, we get

=> $[6+5(7)]-3$

Multiplying $5$ and $7$, we get

=> $[6+35]-3$

By performing addition, we get

=> $[41]-3$

Subtract both the terms, we get

=> $38$

Hence, the required solution is 38.