Question

56÷14×3-10÷5+1 solve according dmas method simplification​

Answer 1

Answer:

11

Step-by-step explanation:

We are given an expression

56÷14×3-10÷5+1

We have to simplify the expression by DMAS method

DMAS stands for Divide, Multiplication ,Addition , Subtraction .

In the given expression first we have to perform Divison

$56\div 14\ \text{x}\ 3-10\div5+1$

$4\ \text{x}\ 3-2+1$

Now we have to perform Multiplication

$4\ \text{x}\ 3-2+1$

$12-2+1$

Now we have to perform addition

$12-2+1$

$13-2$

Now we have to perform subtraction operation

$13-2$

$11$

Hence simplified  56÷14×3-10÷5+1 = 11

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Answer 2

Answer:

The required answer obtained by the simplification of the given expression is: 9.

Step-by-step explanation:

DMAS:

• If the formula contains both addition and subtraction symbols, add first  and then subtract.
• In the case of three operations [(+, –, and ×) or (+, –, and ÷)], that is, in the case of addition and subtraction, as well as multiplication and division problems, first multiply  and divide. Then proceed to addition and subtraction respectively.
• If the problem involves all the operations, namely +, –, ×, and ÷, then there is an agreed formula called “DMAS” that mathematicians follow. In DMAS, D stands for division, M stands for multiplication, A stands for addition, and S stands for subtraction. DMAS represents the order of operations.

Calculation of given expression:

The given expression is: 56÷14×3-10÷5+1

Now, following the DMAS rule, first solving all instances of division, we get:

= 4×3-10÷5+1

= 4×3-2+1

Now, there are no instances of division, so moving onto multiplication, we get:

= 12-2+1

When no instances of multiplications are found, we move to addition:

= 12-3

Lastly, we do the required subtraction to get:

= 9

Thus, the answer is found to be 9.

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