Complete the sequence:
32,44,…,…,…
To solve the problem, follow these steps:
- Step 1: Identify the given sequence terms, which are 32 and 44.
- Step 2: Determine the difference between these two terms: 44−32=12.
- Step 3: Analyze the pattern. If we increment by 12, the subsequent next step might not directly apply, so verify alternate increments nearby.
- Step 4: Attempt possible alternate increment pathways from known sequences: Starting from 44, increment in smaller steps like 2 or 4 to maintain consistent sequence growth.
- Step 5: Given the nature of the problem requiring increments like fives/tens, verify smaller paced increments: stepping from 44, try plausible increments like 2 step intervals.
- Step 6: By this method, after 44, incrementing by 2 each time results in: 44+2=46, 46+2=48, 48+2=50.
- Step 7: Conclude the sequence is 32,44,46,48,50.
Thus, the sequence is 32,44,46,48,50.
The correct choice is:
32,44,46,48,50
32,44,46,48,50