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lesson check 6. the bead is 1 inch long. estimate the length of the str…

Question

lesson check

  1. the bead is 1 inch long. estimate the length of the string.

about _ inches
spiral review

  1. draw hands on the clock to show 5 minutes after 6.
  2. ella read 16 pages of her book on monday and 26 pages on tuesday. there are 64 pages in the book. how many more pages are left for ella to read?

_ pages

  1. what is the sum?

38 + 24 = _

Explanation:

Response
Question 6

Step1: Analyze the bead's length

The bead is 1 inch long. We can see that the string's length is approximately 5 times the bead's length (by visually estimating the segments equal to the bead's length).

Step2: Calculate the string's length

Since each segment is 1 inch (bead's length) and there are about 5 such segments, the length is \(1\times5 = 5\) inches.

Brief Explanations

To show 5 minutes after 6 (6:05), the hour hand should be just past the 6, and the minute hand should point at the 1 (since each number on the clock represents 5 minutes, \(5\div5 = 1\)).

Step1: Find total pages read

First, calculate the total pages Ella read on Monday and Tuesday. That is \(16 + 26=42\) pages.

Step2: Find remaining pages

Subtract the total pages read from the total pages in the book. So, \(64 - 42 = 22\) pages. Wait, there seems to be a mistake in the original answer. Let's recalculate: \(16+26 = 42\), \(64 - 42=22\). But if we follow the original wrong calculation path (maybe miscalculation earlier), but the correct way is:
Total read: \(16 + 26 = 42\)
Remaining: \(64-42 = 22\)
But if we assume the original intended numbers (maybe a typo), but based on given numbers:
Wait, the user's written answer is 38, but let's do it correctly.
Wait, maybe the problem was different? Wait, no, the problem says 16 on Monday, 26 on Tuesday, total book 64. So \(64-(16 + 26)=64 - 42 = 22\). But maybe the original problem had different numbers? Anyway, following the correct steps:

Step1: Sum of pages read

\(16+26 = 42\)

Step2: Subtract from total

\(64 - 42=22\)

Answer:

about 5 inches

Question 7