0000:00:00:00:00Start16Number 16ExplanationGiven an operation on the set of integers defined by the rule β(w⊕x⊖y⊗z)=z(y+w)−zx\beta(w \oplus x \ominus y \otimes z) = z(y + w) - \frac{z}{x}β(w⊕x⊖y⊗z)=z(y+w)−xz. The value of β(1⊕2⊖3⊗−4)\beta(1 \oplus 2 \ominus 3 \otimes -4)β(1⊕2⊖3⊗−4) is ....−14-14−14−10-10−10−5-5−5888141414
16Number 16ExplanationGiven an operation on the set of integers defined by the rule β(w⊕x⊖y⊗z)=z(y+w)−zx\beta(w \oplus x \ominus y \otimes z) = z(y + w) - \frac{z}{x}β(w⊕x⊖y⊗z)=z(y+w)−xz. The value of β(1⊕2⊖3⊗−4)\beta(1 \oplus 2 \ominus 3 \otimes -4)β(1⊕2⊖3⊗−4) is ....−14-14−14−10-10−10−5-5−5888141414