https://file.aiquickdraw.com/mathbot/file/1725770261087am86q1hz.jpg

Let's solve the problem step by step.

Let:
- $ A $ be the amount of money Abdullah has.
- $ B $ be the amount of money Barry has.
- $ C $ be the amount of money Chee Wah has.

From the problem, we know the following:

1. **Barry has $275 less than Abdullah**:
   \[
   B = A - 275
   \]

2. **Chee Wah has $368 less than Barry**:
   \[
   C = B - 368
   \]

3. **Altogether, they have $1905**:
   \[
   A + B + C = 1905
   \]

Now, substitute the expressions for $ B $ and $ C $ into the total equation:

\[
A + (A - 275) + ((A - 275) - 368) = 1905
\]

Simplify the equation:

\[
A + A - 275 + A - 275 - 368 = 1905
\]

\[
3A - 918 = 1905
\]

Now, solve for $ A $:

\[
3A = 1905 + 918
\]
\[
3A = 2823
\]
\[
A = \frac{2823}{3}
\]
\[
A = 941
\]

Now that we know Abdullah has $941, let's find how much Barry has:

\[
B = A - 275 = 941 - 275 = 666
\]

So, Barry has **$666**.

Let me know if you'd like more details or if you have any questions!

Here are 5 related questions:
1. How much money does Abdullah have?
2. How much money does Chee Wah have?
3. If Chee Wah had $500 more, what would be their total amount of money?
4. If Barry gave $100 to Abdullah, how much would each person have?
5. What is the average amount of money between Abdullah, Barry, and Chee Wah?

**Tip:** When solving word problems, clearly define variables and substitute values carefully to avoid confusion.

Barry has $275 less than Abdullah. Chee Wah has $368 less than Barry. They have $1905 altogether. How much money does Barry have?

Learn how to solve an algebraic problem where Barry has $275 less than Abdullah, and Chee Wah has $368 less than Barry. Their total money is $1905. Step-by-step algebraic solution for students in Grades 6-8.

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