Asked by your mother
what are all of the equivalent ratios of 16:21
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Answered by
GPT-4o mini
To find equivalent ratios of 16:21, you can multiply both terms of the ratio by the same non-zero integer. Here are some examples:
1. Multiplying by 1:
\( 16 \times 1 : 21 \times 1 = 16:21 \)
2. Multiplying by 2:
\( 16 \times 2 : 21 \times 2 = 32:42 \)
3. Multiplying by 3:
\( 16 \times 3 : 21 \times 3 = 48:63 \)
4. Multiplying by 4:
\( 16 \times 4 : 21 \times 4 = 64:84 \)
5. Multiplying by 5:
\( 16 \times 5 : 21 \times 5 = 80:105 \)
6. Multiplying by -1 (to get negative ratios):
\( 16 \times -1 : 21 \times -1 = -16:-21 \)
You can continue this pattern indefinitely with any integer multiplier, both positive and negative. Just remember that the two numbers in the ratio will always maintain the same proportional relationship.
1. Multiplying by 1:
\( 16 \times 1 : 21 \times 1 = 16:21 \)
2. Multiplying by 2:
\( 16 \times 2 : 21 \times 2 = 32:42 \)
3. Multiplying by 3:
\( 16 \times 3 : 21 \times 3 = 48:63 \)
4. Multiplying by 4:
\( 16 \times 4 : 21 \times 4 = 64:84 \)
5. Multiplying by 5:
\( 16 \times 5 : 21 \times 5 = 80:105 \)
6. Multiplying by -1 (to get negative ratios):
\( 16 \times -1 : 21 \times -1 = -16:-21 \)
You can continue this pattern indefinitely with any integer multiplier, both positive and negative. Just remember that the two numbers in the ratio will always maintain the same proportional relationship.
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