Which of the following ratios or equivalent to six tonight 3 to 218/2730 to 45 24 x 32
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Select the parents of ratios that form a true proportion 3 to 6 and 5 to 10 for 12 6/18 20 of the five and 10/324 to 36 and 8 to 9
parents of ratios?
The rest of the post makes no more sense.
To determine which of the given ratios is equivalent to 6:3, we can simplify each ratio and compare them. Let's break it down step by step.
Ratio 1: 6:3
Ratio 2: 218/2730:45
Ratio 3: 24:32
Let's simplify each ratio to its simplest form.
Ratio 1: 6:3 can be simplified by dividing both parts by the greatest common divisor (GCD) of 6 and 3, which is 3. So the simplified form of ratio 1 is 2:1.
Ratio 2: 218/2730:45 can be simplified by dividing both parts by their GCD. To find the GCD of 218 and 2730, we can use a common method called the Euclidean algorithm. By applying the Euclidean algorithm, we find that the GCD of 218 and 2730 is 2. Dividing both parts of the ratio by 2 gives us the simplified form: 109/1365:22.5.
Ratio 3: 24:32 can be simplified by dividing both parts by their GCD. The GCD of 24 and 32 is 8. Dividing both parts by 8 gives us the simplified form: 3:4.
Now we can compare the simplified ratios with the original ratio.
Simplified Ratio 1: 2:1
Simplified Ratio 2: 109/1365:22.5
Simplified Ratio 3: 3:4
Comparing the simplified ratios with the original 6:3 ratio, we find that the simplified Ratio 1: 2:1 is equivalent to 6:3.
Therefore, the first ratio, 6:3, is equivalent to 2:1.