Question

How do I solve 5 × 2 + (37 + 3 × 5) + 37 =

Answer 1

Answer:

99

Step-by-step explanation:

Please mark brainliest this is the correct answer :)

Answer 2

Answer: 99

Step-by-step explanation:

Given expression is "5 × 2 + (37 + 3 × 5) + 37"

To Find: The simplified one-number solution as a result of expanding this above mentioned expression.

Explanation:

• To solve this question, we need to know about the BODMAS Rule.
• The BODMAS Rule is one of the very basic, yet most important fundaments in mathematics. It lays down the priority order of operations to be performed in case of expressions containing a combination of two or more operators.
• "B" stands for Brackets
• "O" stands for Of
• "D" stands for Division
• "M" stands for Multiplication
• "A" stands for Addition
• "S" stands for Subtraction.
• i.e., In case of an expression containing any two or more of the above-listed operators together, then, first we will perform the operation of inside the Brackets, then Of, then Division, Multiplication, Addition and lastly, Subtraction.
• Among the Brackets again, first we will perform on the inside of a First Bracket, then on the inside of Second Bracket and finally on the inside of the Third Bracket.
• Here, as per the BODMAS, first let us reconstruct the given expression properly, i.e.,

        5 × 2 + (37 + 3 × 5) + 37 = [5 × 2] + {37 + (3 × 5)} + 37

• As per the BODMAS rule, first we will thus work on the inside of the brackets, specifically the First Bracket, i.e., $(3*5)=15$.

• Then, we will work on the inside of  the Second Bracket, i.e., ${37+15}=52$.
• Now, we will work on the inside of  the Third Bracket, i.e., $[5*2]=10$.
• Since there is no other operator than Addition in the remaining expression, we will directly add our results of the operations done on the inside of the brackets, i.e., $10+52+37=99$.

Use BODMAS rule to simplify the 9+5×6-48÷6​.

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Simplify using BODMAS rule: 20-(5×[ (7+2)÷3])

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