A collection has 5 bronze and 7 silver badges. Give bronze:silver and silver:bronze in order.
Order follows the named category; swapping the order changes the comparison.
A report writes silver:bronze = 5:7 for 5 bronze and 7 silver badges. Is that right?
The report reversed which quantity comes first.
Scale the ratio 4:9 by a factor of 3, keeping it equivalent.
Multiply both terms by the same nonzero factor.
Two cards read 4:9 and 12:27. Are they equivalent? Verify by cross-products.
4×27 = 9×12.
A:B = 6:7; A has 24 pieces. Find B and state the common multiplier.
Unit scale t=4; multiply B parts 7 by 4.
A:B = 6:7; B has 28 pieces. Find A using equal-sized ratio parts.
Divide B by 7 to get 4 per part; multiply 6 parts.
If A:B=8:9 and B:C=9:9, form A:B:C.
B already uses the same number of parts in both ratios.
A:B=8:9 and B:C=18:18. Find A:B:C in the smallest matching integer parts.
Divide the second pair by 2; B then matches.
A team splits 54 tokens in the ratio 7:11. Find each share and verify their sum.
Total parts 18; each part = 54 ÷ 18 = 3.
Two groups share tokens in ratio 7:11. The first receives 21. How many must the second receive?
21 ÷ 7 = 3 per part; second 33.