Question

Simplify 6+[(16-4) +(2^2 + 2)]-2​

Answer 1

Answer:

here is your answer

Step-by-step explanation:

Solution:

Given, expression is (6-2 \times 16-4) /(2-6 \times 5-6)(6−2×16−4)/(2−6×5−6)

We have to find the value of the given expression.

Now, let us follow the BODMAS rule.

BODMAS means sequence of operations are brackets, order, division, multiplication, addition, subtraction

In (6-2 \times 16-4) /(2-6 \times 5-6)(6−2×16−4)/(2−6×5−6) the terms in the brackets should be evaluated first

As per BODMAS, multiplication is given first priority

= (6 – 32 – 4) / (2 – 30 – 6)

Now subtraction is done

= (6 – 36) / (2 – 36)

Again subtraction is done

= (-30) / (-34)

Now division is done

=\frac{30}{34}=\frac{15}{17}=

34

30

=

17

15

= 0.88235 approximately.

Hence, the value of given expression is 0.88235 approximately.

Answer 2

Answer:

6+[(16-4) +(2^2 + 2)]-2​

= 6+[(12) +(4+ 2)]-2​

= 6+[(12 + 6)]-2​

= 6+18)]-2​

= 24 - 2

=22 ans