verify the property x+(y+z)=x*y+x*z of rational number by taking x=-1/2,y=3/4,z=1/4
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The arrangement of the given rational number is as per the rule of distributive property of multiplication over addition.
Then, (-½) × ((2/3) + ¾) = (-½ × (2/3)) + (-½ × ¾)
LHS = (-½) × ((2/3) + ¾)
= (-½) × ((8 + 9)/12)
= -½ × (17/12)
= -17/24
RHS = (-½ × (2/3)) + (-½ × ¾)
= (-1/3) + (-3/8)
= (-8 – 9)/24
= -17/24
By comparing LHS and RHS
LHS = RHS
∴ -17/24 = -17/24
Hence x × (y + z) = x × y + x × z
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