Question

720-[36-{90+(70/14)-64}*14]

Answer 1

720-[36-{90+5-64}*14]
=720-[36-{31}*14]
=720-[36-434]
=720+398
=1118.
Hope this helps you mate.

Answer 2

Answer:

650

Step-by-step explanation:

Given:

720-[36-{90+(70/14)-64}*14]

To find:

Simplified form

Solution:

$720-[36-{90+(70/14)-64}(14)\\=720-[36-{90+5-64}(14)\\\\\\= 720-[36-31]14\\= 720-5(14)\\=720-70\\=650$

It illustrates the steps that need be taken in order to solve an expression. The BODMAS rule states that if an expression involves brackets ((),{}, []), we must first solve or simplify the bracket before moving on to the left-to-right operations of division, multiplication, addition, and subtraction. The incorrect solution will be obtained by resolving the issue in the incorrect order.

When an expression has many operators, the BODMAS rule can be used. In this instance, we must first simplify the words inside the brackets, from the innermost to the outermost brackets [()], as well as any roots or exponents that may be present. then carry out the division or multiplication operation going from left to right.

The solution for which of the following operation is "-5"?* -2 + (-5) - 3 x 6 45 ÷ (- 9) 8 – (– 7)​

https://brainly.in/question/51916184

Find the sum of all possible whole number divisors of 720

https://brainly.in/question/6850013

#SPJ2