$-17+28-39-44-17+28-39-44$

$=-72=-72$

"Punkt vor Strich" beachten.

$=400-13=400-13$

$=387=387$

Addiere in der Klammer.

$=-693\cdot 11=-693\backslash cdot11$

$=-7623=-7623$

$-235-35+100-235-35+100$

$=-270+100=-270+100$

$-3374-577+169-3374-577+169$

$=-3951+169=-3951+169$

$=-3782=-3782$

$17+[-38+8\cdot 24:(-8)]17+\backslash left[-38+8\backslash cdot24:\backslash left(-8\backslash right)\backslash right]$

$=17+[-38+192:(-8)]=17+\backslash left[-38+192:\backslash left(-8\backslash right)\backslash right]$

$=17+[-38+(-24)]=17+\backslash left[-38+\backslash left(-24\backslash right)\backslash right]$

$=17+(-62)=17+\backslash left(-62\backslash right)$

$=-45=-45$

$(5^3-3\cdot 4)-(2^5+51:17)\backslash left(5^3-3\backslash cdot4\backslash right)-\backslash left(2^5+51:17\backslash right)$

$=(125-12)-(32+3)=\backslash left(125-12\backslash right)-\backslash left(32+3\backslash right)$

Berechne zunächst die Klammern durch Addition und Subtraktion.

$=\left(21\right)\cdot (-40)=\backslash left(21\backslash right)\backslash cdot\backslash left(-40\backslash right)$

$=-840=-840$

$(-45+64)\cdot (-35+5)\backslash left(-45+64\backslash right)\backslash cdot\backslash left(-35+5\backslash right)$

$=\left(19\right)\cdot (-30)=\backslash left(19\backslash right)\backslash cdot\backslash left(-30\backslash right)$

Berechne zunächst den Wert der Klammern durch Addition und Subtraktion in den Klammern.

$=(-111)\cdot \left(21\right)=\backslash \; \backslash left(-111\backslash right)\backslash cdot\backslash left(21\backslash right)$

$=-2331=-2331$

$(-45+66):(35-56)\backslash left(-45+66\backslash right):\backslash left(35-56\backslash right)$

$=\left(21\right):(-21)=\backslash left(21\backslash right):\backslash left(-21\backslash right)$

$44-1773-47101+10147-201744-1773-47101+10147-2017$

$=-48830+8130=-48830+8130$

$(12345-543)-[3\cdot 41+(7890-3456)]\backslash left(12345-543\backslash right)-\backslash left[3\backslash cdot41+\backslash left(7890-3456\backslash right)\backslash right]$

$=11802-[3\cdot 41+4434]=11802-\backslash left[3\backslash cdot41+4434\backslash right]$

$=11802-[123+4434]=11802-\backslash left[123+4434\backslash right]$

$=11802-4557=11802-4557$

$=7245=7245$

$[(123+9875)-34\cdot 27+2^5+4536\cdot 14]\cdot 17\backslash left[\backslash left(123+9875\backslash right)-34\backslash cdot27+2^5+4536\backslash cdot14\backslash right]\backslash cdot17$

$117-17\cdot [8-(-17)\cdot (-11-9)]117-17\backslash cdot\backslash left[8-\backslash left(-17\backslash right)\backslash cdot\backslash left(-11-9\backslash right)\backslash right]$

Addiere in der innersten Klammer.

$8\cdot [(-16):4]-[(-16)+4]8\backslash cdot\backslash left[\backslash left(-16\backslash right):4\backslash right]-\backslash left[\backslash left(-16\backslash right)+4\backslash right]$

$=8\cdot [-4]-[-12]=8\backslash cdot\backslash left[-4\backslash right]-\backslash left[-12\backslash right]$

$=-32+12=-32+12$

$[{(-2)}^3-{(-3)}^2]\cdot [1+{(-2)}^2\cdot {(-1)}^{17}]\backslash left[\backslash left(-2\backslash right)^3-\backslash left(-3\backslash right)^2\backslash right]\backslash cdot\backslash left[1+\backslash left(-2\backslash right)^2\backslash cdot\backslash left(-1\backslash right)^\{17\}\backslash right]$