Dominic1021930
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*****URGENT!!! Please help asap!! due in 25 minutes!! marking brainliest!!!*****
For this activity, you will be given multiple expressions. An expression can consist of a value, variable, operator or a procedure call that returns a value (we will talk about that last one later). Similar to a math class, an expression is evaluated to produce only a single value. For instance, 10 + 5 would evaluate to 15, or 3 > 5 would evaluate to FALSE. Perform any math (according to proper order of operations) and use any relational or boolean operators in order to come up with solutions to the following expressions. Your answers may end up as a numerical value OR if there is a relational or boolean operator, a TRUE or FALSE.

2 + 5 * 10
22 + 6 * 2
(17 + 3) / 10 * (3 - 1)
(2 * 10) > (5 +15)
5 - 7 LaTeX: \le≤ 4 - 6
15 - 10 LaTeX: \ne≠ 10
(6 10)
NOT ( (12 + 8 / 2) < 32 )
( (10 * 2) = (10 + 5 * 2) ) AND ( NOT ( 12 = (2 + 10) / 6 * 5 )

URGENT Please help asap due in 25 minutes marking brainliest For this activity you will be given multiple expressions An expression can consist of a value varia class=
URGENT Please help asap due in 25 minutes marking brainliest For this activity you will be given multiple expressions An expression can consist of a value varia class=

Respuesta :

fichoh

The answers to the expressions given using BODMAS and BOOLEAN evaluation are:

  • 52
  • 34
  • 4
  • FALSE
  • TRUE
  • TRUE
  • FALSE
  • TRUE

1.) 2 + 5 × 10

  • Evaluate multiplication operator first :
  • 2 + 50 = 52

2.) 22 + 6 × 2

  • Evaluate multiplication operator first :
  • 22 + 12 = 34

3.) (17 + 3) / 10 * (3 - 1)

  • Bracket first ; then division, multiplication
  • 20 / 10 × 2
  • 2 × 2 = 4

4.) (2 * 10) > (5 +15)

  • Bracket first ;
  • 20 > 20 ; FALSE

5.) 5 - 7 ≤ 4 - 6

  • -2 ≤ - 2 ; TRUE

6.) 15 - 10 ≠ 10

  • -5 ≠ 10 ; TRUE

7.) NOT ( (12 + 8 / 2) < 32 )

  • NOT (16 < 32) ; FALSE (16 is not greater than 32)

8.)( (10 * 2) = (10 + 5 * 2) ) AND ( NOT ( 12 = (2 + 10) / 6 * 5 )

  • (20 = 20) AND (NOT (12 = 12/30))
  • (TRUE) AND (TRUE) = TRUE

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