Question

how we solve 3+6*(5+4)/3-7

Answer 1

Answer:

$14$

Step-by-step explanation:

i) The given expression is $3+6*(5+4)$ ÷ $3-7$

ii) For solving the above expression, we have to use the BODMAS rule.

iii) By applying BODMAS rule and solving, we get

Solving the bracket,

$3+6*(5+4)$ ÷$3-7 = 3+6*9$  ÷$3-7$  

solving the division,

                              = $3+6*3-7$

solving the multiplication,  

                              = $3+18-7$

solving the addition,

                              = $21-7$

solving the subtraction and we get the answer of this expression as

                              = $14$

iv) ∴ The required answer of the expression is $14$.

Answer 2

Given,

$3+6\times(5+4)/3-7$

By using BODMAS rule to solve the given expression

We have to apply the BODMAS to solve the given expression.

B-Bracket

O-of

D-division

M-multiplication

A-addition

S-subtraction

First we have to solve bracket

$3+6\times(5+4)/3-7$

$= 3+6\times3-7$

$=3+18-7$

$=21-7$

$= 14$

Therefore, the answer is $14$.