An assembly line worker at Rob’s Bicycle factory adds a seat to a bicycle at a rate of 2 seats in 11 minutes. Write a proportion relating the number of seats s to the number of minutes m. At this rate, how long will it take to add 16 seats? 19 seats?

it would take 88 minutes for 16 seats, and 104 minutes for 19 seats

An assembly line worker at robs bicycle factory adds a seat to a bicycle at a rate of 2 seats in 11 minutes. use the unit rate to write an equation expressing the relationship between the two proportional quantities.

88 minutes and 104 minutes

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Proportion: S/m = 2/11.

16/m = 2/11, m = 88 min.

19/m = 2/11, m = 104 min.

To write a proportion relating the number of seats s to the number of minutes m, we can use the given rate of 2 seats in 11 minutes.

Let's set up the proportion:

2 seats / 11 minutes = s seats / m minutes

Now we need to find how long it will take to add 16 seats and 19 seats using this rate.

For 16 seats:

2 seats / 11 minutes = 16 seats / m minutes

To find the value of m, we cross-multiply and solve for m:

2m = 11 * 16

2m = 176

m = 176 / 2

m = 88

Therefore, it will take 88 minutes to add 16 seats.

For 19 seats:

2 seats / 11 minutes = 19 seats / m minutes

Again, cross-multiply and solve for m:

2m = 11 * 19

2m = 209

m = 209 / 2

m = 104.5

Therefore, it will take approximately 104.5 minutes to add 19 seats.

Proportion: S/m = 2/11.

16/m = 2/11, m = 88 min.

19/m = 2/11, m = 104 min.