Question

Saul reads every week. In his first week of reading, he read 50 pages. Each week after that, he read 65 pages. Which expression represents the total number of pages Saul has read, where w represents the number of weeks since he first started reading.

65w+15

50+65w

65w−15

50+65+w

Answer 1

Answer:

In his first week of reading, he read 50 pages. Each week after that, he read 65 pages. Which expression represents the total number of pages Saul has read, where w represents the number of weeks since he first started reading. 65w+1565 w plus 15 50+65w50 plus 65 w 65w−1565 w minus 15 50+65+w.06

Step-by-step explanation:

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Answer 2

The total number of pages Saul has read = 6w - 15 [ The correct option is 6w - 15 ]

Given :

• Saul reads every week.

• In his first week of reading, Saul read 50 pages.

• Each week after that, Saul read 65 pages.

• w represents the number of weeks since Saul first started reading.

To find :

The total number of pages Saul has read

• 65w + 15

• 50 + 65w

• 65w - 15

• 50 + 65 + w

Solution :

Step 1 of 2 :

Write down the given data

In his first week of reading, Saul read 50 pages.

Each week after that, Saul read 65 pages.

w represents the number of weeks since Saul first started reading.

Step 2 of 2 :

Calculate total number of pages Saul has read

The total number of weeks since Saul first started reading = w

In his first week of reading, Saul read 50 pages

Each week after that, Saul read 65 pages

∴ The total number of weeks Saul reads 65 pages per week = w - 1

∴ Total number of pages Saul has read in (w - 1) weeks

$\displaystyle \sf = (w - 1) \times 65$

$\displaystyle \sf = 65(w - 1)$

∴ The total number of pages Saul has read

= The number of pages Saul read in first week + Total number of pages Saul has read in (w - 1) weeks

= 50 + 65(w - 1)

= 50 + 65w - 65

= 6w - 15

Hence the correct option is 6w - 15

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