Question

Simplify using BODMAS rule
(-15)+4÷(5-3)

Answer 1

(-15)+4÷(5-3)

= -15+4÷2

= -15+2

= -13

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Answer 2

Answer:

The value of the given expression is $-13$.

Step-by-step explanation:

Recall the BODMAS rule,

B - Brackets         O - orders         D - Division                M - Multiplication

A - Addition          S - Subtraction

So, if an expression contains brackets ((), {}, []) we have first to solve or simplify the bracket and then followed by the 'order'.

Step 1 of 1

Consider the expression as follows:

$(-15)+4\div(5-3)$

Using BODMAS,

Simplify the expression inside the brackets as follows:

⇒ $-15+4\div2$ (Since $5-3=2$)

Now, apply the division operation to simplify further as follows:

⇒ $-15+2$ (Since $4\div2=2$)

⇒ $2-15$

Lastly, simplify the expression by subtracting both the numbers as follows:

⇒ $-13$ (Since $2-15=-13$)

Therefore, the value of the simplified expression $(-15)+4\div(5-3)$ is $-13$.

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