To solve this problem, we need to find a common multiplier for q in both ratios.

1. In the first ratio, p:q = 5:6, q is 6.
2. In the second ratio, q:r = 4:7, q is 4.

To make q the same in both ratios, we can multiply the first ratio by 4 and the second ratio by 6.

1. p:q becomes 5*4 : 6*4 = 20:24
2. q:r becomes 4*6 : 7*6 = 24:42

Now, q is the same in both ratios, so we can combine them to get p:q:r = 20:24:42.

So, the answer is (c) 10:12:21. This is because the ratio 20:24:42 can be simplified by dividing each term by 2.

Question

To solve this problem, we need to find a common multiplier for q in both ratios.

1. In the first ratio, p:q = 5:6, q is 6.
2. In the second ratio, q:r = 4:7, q is 4.

To make q the same in both ratios, we can multiply the first ratio by 4 and the second ratio by 6.

1. p:q becomes 5*4 : 6*4 = 20:24
2. q:r becomes 4*6 : 7*6 = 24:42

Now, q is the same in both ratios, so we can combine them to get p:q:r = 20:24:42.

So, the answer is (c) 10:12:21. This is because the ratio 20:24:42 can be simplified by dividing each term by 2.

Knowee AI · Accepted Answer

To solve this problem, we need to find a common multiplier for q in both ratios.

1. In the first ratio, p:q = 5:6, q is 6.
2. In the second ratio, q:r = 4:7, q is 4.

To make q the same in both ratios, we can multiply the first ratio by 4 and the second ratio by 6.

1. p:q becomes 5*4 : 6*4 = 20:24
2. q:r becomes 4*6 : 7*6 = 24:42

Now, q is the same in both ratios, so we can combine them to get p:q:r = 20:24:42.

So, the answer is (c) 10:12:21. This is because the ratio 20:24:42 can be simplified by dividing each term by 2.

f p :q = 5:6 and q:r = 4:7 then find p:q:r.a.25:30:35b.20:24:35c.10:12:21d.15:18:28