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Mr. Carandang sold a total of 1,790 prints of one of his drawings. Out of all 1,273 unframed prints that he sold, 152 were small and 544 were medium-sized. Out of all of the framed prints that he sold, 23 were small and 42 were extra large. Of the large prints that he sold, 188 were framed and 496 were unframed.

\begin{tabular}{|c|c|c|c|c|c|}
\hline & Small & Medium & Large & Extra Large & Total \\
\hline Framed & 23 & 264 & 188 & 42 & [tex]$?$[/tex] \\
\hline Unframed & 152 & 544 & 496 & 81 & 1,273 \\
\hline Total & 175 & 808 & 684 & 123 & 1,790 \\
\hline
\end{tabular}

How many framed prints did Mr. Carandang sell?

A. 329
B. 475
C. 517
D. 1,034

Sagot :

GinnyAnswer
Let's solve the problem step-by-step:

1. We are given that the total prints sold by Mr. Carandang are 1,790.
2. Out of these, we know that he sold 1,273 unframed prints.

We aim to find out how many framed prints he sold. First, let’s understand the information provided in the question and the table.

From the table, under the "Unframed" row, we have:
- Small: 152
- Medium: 544
- Large: 496
- Extra Large: 81

Adding these up will confirm the total number of unframed prints:

[tex]\[152 + 544 + 496 + 81 = 1,273\][/tex]

Now, let’s use the information in the "Framed" row. We need to find the sum of all framed prints:
- Small: 23
- Medium: 264
- Large: 188
- Extra Large: 42

To find the total number of framed prints, we add these quantities together:
[tex]\[23 + 264 + 188 + 42 = 517\][/tex]

Therefore, the total number of framed prints Mr. Carandang sold is:
[tex]\[517\][/tex]

Hence, the correct answer is:
517
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