Q1.
Try computing the difference by converting both lengths to tenths.
Answer
Change 12 4⁄10 and 6 7⁄10 into tenths first.
12 4⁄10 = 120⁄10 + 4⁄10 = 124⁄10
6 7⁄10 = 60⁄10 + 7⁄10 = 67⁄10
124⁄10 – 67⁄10 = 124 – 67⁄10 = 57⁄10
= 50⁄10 + 7⁄10 = 5 7⁄10 units
6 7⁄10 = 60⁄10 + 7⁄10 = 67⁄10
124⁄10 – 67⁄10 = 124 – 67⁄10 = 57⁄10
= 50⁄10 + 7⁄10 = 5 7⁄10 units
Why it happens: once both numbers use the same unit (one-tenth), subtracting them is an ordinary whole-number subtraction, 124 – 67 = 57. The denominator just tags along.
Tip: this method needs no borrowing between "units" and "tenths" — all the borrowing happens inside the plain subtraction 124 – 67.