Solution:
Using the mid-point method:
=600−800(600+800)/2÷250−200(250+200)/2=\frac{600 -800}{(600+800)/2 } \div \frac{250 -200}{(250+200)/2 }=(600+800)/2600−800÷(250+200)/2250−200
=−200700÷50225=\frac{-200}{700 } \div \frac{50}{225 }=700−200÷22550
=−0.290.22=−1.32=\frac{-0.29}{0.22 } = -1.32=0.22−0.29=−1.32
= 1.32
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