By how much would the value of the following expression change if the absolute value parenthesis is changed to a regular one?: $| 3 - 5 \cdot (7 - 2) | + 5 \cdot (2 - 3)$ $|3-5(7-2)|+5(2-3)$

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Answer 1 · 2018-03-16T14:28:43

Changes by 44

$| 3 - 5 \times (7 - 2) | + 5 \times (2 - 3)$ $abs(3-5xx(7-2))+5xx(2-3)$

$| 3 - 5 \times 5 | + 5 \times (- 1)$ $abs(3-5xx5)+5xx(-1)$

$| 3 - 25 | - 5$ $abs(3-25)-5$

$| - 22 | - 5$ $abs(-22)-5$

$22 - 5 = 17$ $22-5=17$

Without absolute value

$(3 - 5 \times (7 - 2)) + 5 \times (2 - 3)$ $(3-5xx(7-2))+5xx(2-3)$

$(3 - 5 \times 5) + 5 \times (- 1)$ $(3-5xx5)+5xx(-1)$

$(3 - 25) - 5$ $(3-25)-5$

$(- 22) - 5 = - 27$ $(-22)-5=-27$

Difference

$17 - (- 27) = 44$ $17-(-27)=44$

By how much would the value of the following expression change if the absolute value parenthesis is changed to a regular one?: |3-5*(7-2)|+5*(2-3)|3−5⋅(7−2)|+5⋅(2−3)|3-5*(7-2)|+5*(2-3)