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Apr 29, 2017, 13:0004/29/17
231593
10 - 20 x 5 = -90 (using rule of BODMAS, priority given to calculations; Brackets Over Division, then Multiplication, then Addition, finally Subtraction)
Apr 27, 2017, 12:1404/27/17
231593
-140
Apr 27, 2017, 12:5104/27/17
231593
-140
Apr 27, 2017, 13:3504/27/17
231593
-140
Apr 27, 2017, 22:2904/27/17
231593
the answear is 0
Apr 27, 2017, 22:5704/27/17
04/02/15
2
its  - 100
May 2, 2017, 04:5205/02/17
231593
-5
Apr 29, 2017, 10:5304/29/17
231593
110
Apr 29, 2017, 15:5204/29/17
231593
-100
Apr 30, 2017, 00:4304/30/17
231593
-100
Apr 30, 2017, 06:2704/30/17
231593

The answer is 25?


Ron
Apr 30, 2017, 19:5204/30/17
05/20/16
284
-100
Apr 30, 2017, 19:5304/30/17
231593
-100
Apr 30, 2017, 19:5604/30/17
231593
-140
May 1, 2017, 17:4105/01/17
231593

-140,   such as headgear=30, quiver of arrows=5, crossed hactchets=10 therefore by the "order of operations"   1.Parentheses 2. Exponents 3. Multiplication  4. Division  5. Addition    6.subtraction 


For example, in mathematics and most computer languages, multiplication is granted a higher precedence than addition.[1] Thus, the expression 10 - 30 x 5 is interpreted to have the value -140, not -100. These conventions exist to eliminate ambiguity while allowing notation to be as brief as possible. Where it is desired to override the precedence conventions, or even simply to emphasize them, parentheses ( ) (sometimes replaced by brackets [ ] or braces { } for readability) can indicate an alternate order or reinforce the default order to avoid confusion. Thus the preceding expression could be changed to (10 - 30) × 5 to produce -100, or 10 - (30× 5) to produce -140 (the default interpretation if there are no parentheses).


May 1, 2017, 22:2905/01/17
01/25/16
2
-140
Apr 30, 2017, 15:3504/30/17
12/18/16
6

-140

May 2, 2017, 02:2005/02/17
231593

-100




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