. Find the value, using suitable property:
(1) 1569 x 887 - 569 x 887
(ii) (188) * (-34) + (- 188) * (-66)
(iii) 18946 x 99 - (- 18946)
(iv) (-295) × (-66) + (-295) × (-34)
(v) 8792 x 997 - (792 x 997)
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