Pregunta
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Respuesta verificada por el tutor
Responder
The next number in the sequence is 950.
Solución
**Step 1:** Identify the pattern in the sequence.
The sequence is:
\[
1250,\quad 1150,\quad 1050,\quad \dots
\]
**Step 2:** Calculate the differences between consecutive terms.
\[
1150 - 1250 = -100
\]
\[
1050 - 1150 = -100
\]
**Step 3:** Recognize the pattern.
Since each term decreases by \(100\), the sequence follows an arithmetic pattern with a common difference of \(-100\).
**Step 4:** Determine the next term.
\[
1050 - 100 = 950
\]
**Answer:**
The next number in the sequence is \(\boxed{950}\).
Respondido por UpStudy AI y revisado por un tutor profesional
Como
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Beyond the Answer
The pattern here shows that each number is decreasing by 100. To find the next number, you would subtract 100 from the last number in the series, which is 1050. So, 1050 - 100 equals 950. The next number is 950! Keep an eye out for patterns like this; mathematical sequences often rely on consistent rules that make them both fun and interesting to solve!

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