$$ \begin{array}{r}450000 \ ext { a. } 243 imes 89=\end{array}+1500 imes 4 $$

Question

$$ \begin{array}{r}450000 \ 	ext { a. } 243 	imes 89=\end{array}+1500 	imes 4 $$

UpStudy AI · Accepted Answer

It looks like you're working with the following mathematical expression:

$$
\begin{array}{r}
450000 \
\text{a. } 243 \times 89 =
\end{array} + 1500 \times 4
$$

Let's break this down to ensure clarity and solve the problem step by step.

### Interpretation of the Expression

Assuming the expression is structured as:

$$
243 \times 89 + 1500 \times 4 = 450,000
$$

We can verify whether this equation holds true by performing the calculations.

### Step-by-Step Calculation

1. **Calculate $$ 243 \times 89 $$:**
   $$
   243 \times 89 = 21,627
   $$
   
2. **Calculate $$ 1500 \times 4 $$:**
   $$
   1500 \times 4 = 6,000
   $$
   
3. **Add the two results together:**
   $$
   21,627 + 6,000 = 27,627
   $$
   
4. **Compare the sum to $$ 450,000 $$:**
   $$
   27,627 \neq 450,000
   $$
   
### Conclusion

The sum of $$ 243 \times 89 $$ and $$ 1500 \times 4 $$ equals **27,627**, which does **not** equal **450,000**.

If the intention was to set up an equation where:

$$
243 \times 89 + 1500 \times 4 = X
$$

Then:

$$
X = 27,627
$$

However, if there's a different interpretation or if more context is needed (such as additional terms or conditions in the problem), please provide further details so I can assist you more accurately.
The sum of $$ 243 \times 89 $$ and $$ 1500 \times 4 $$ is **27,627**.

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