Problem Description:
The image provided is a
Counting Chart: Numbers 1 to 100, which lists numbers from 1 to 100 in both numerical and word form. The task is to solve a problem related to this chart. Since the specific problem is not explicitly stated in your question, I will infer a common type of problem that might be associated with such a chart and provide a solution.
#### Inferred Problem:
"How many times does the word 'five' appear in the counting chart from 1 to 100?"
Solution:
To solve this problem, we need to carefully analyze the chart and count how many times the word "five" appears in the written forms of the numbers from 1 to 100.
#### Step 1: Identify where "five" appears
The word "five" can appear in two contexts:
1. As part of the number itself (e.g., "five").
2. As part of compound numbers (e.g., "fifteen," "twenty-five," etc.).
#### Step 2: Count occurrences
We will break this down systematically:
##### Case 1: The word "five" as a standalone number
- The number "5" is written as "five."
- This occurs
once.
##### Case 2: The word "five" in compound numbers
-
In the teens: The number "15" is written as "fifteen." This occurs
once.
-
In the tens place: The numbers "25, 35, 45, 55, 65, 75, 85, 95" all include the word "five" in their written forms. These occur
8 times.
#### Step 3: Sum the occurrences
- From Case 1: 1 occurrence.
- From Case 2: 1 (from "fifteen") + 8 (from "twenty-five," "thirty-five," etc.) = 9 occurrences.
Adding these together:
\[
1 + 9 = 10
\]
Final Answer:
The word "five" appears
10 times in the counting chart from 1 to 100.
\[
\boxed{10}
\]
Parent Tip: Review the logic above to help your child master the concept of printable number chart 1 100 with words.
