Question

find 47+(72)+(−58)+(−19)​

Answer 1

• As per the given data in the question, we have to find the sum of given numbers.
• Given data- $47+(72)+(-58)+(-19).$
• Here. we will use the Bodmas rule to simplify the sum. Bodmas rule it is an order while solving mathematical expressions.
• Where B stands for 'Bracket'
• O stands for 'Of'
• D stands for 'Division'
• M stands for 'Multiplication'
• A stands for 'Addition'
• S stands for 'Subtraction'
• multiplication of $(+\times-)=-$

    $= 47+72-58-19=119-77=42.$

   Hence the value will be $42.$

Answer 2

We are given  an expression 47+(72)+(−58)+(−19)​

We have to find the value of the given expression.

• First, we will simplify the expression for the sign

According to the rule,

$+ -= -$

So, 47+(72)+(−58)+(−19)​ = 47 + 72 - 58 - 19

• Now, we will solve the expression

for that, we will use the BODMAS rule

47 + 72 - 58 - 19 = 119 - 58 - 19

                          = 61 - 19

                           = 42

The answer will be 42.