Answer:
4,962 yards.
Step-by-step explanation:
We are given that,
For the first 5 games, Michael threw 1,654 yards.
Since, we see that, the relationship between the yards and the games are directly proportional.
Then for 15 games,
Michael will have thrown for [tex]\frac{1654}{5}\times 3[/tex] yards i.e. 1654 × 3 = 4,962 yards
Hence, for 15 games, Michael have thrown for 4,962 yards
Answer: 4,962 yards
Step-by-step explanation:
Given: Michael threw for 1,654 yards in his first five games.
The rate of threw = [tex]\dfrac{\text{Distance}}{\text{Time}}[/tex]
Then , The rate of threw = [tex]\dfrac{1654}{\text{5}}[/tex] yard/ minute.
i.e. the distance of yards thrown in 1 minute = [tex]\dfrac{1654}{\text{5}}[/tex] yard
If the rate remains same , then the distance of yards thrown for in fifteen games is given by :-
[tex]\dfrac{1654}{5}\times15=4,962\text{ yards}[/tex]
Hence, At this rate, 4,962 yards will he have thrown for in fifteen games.
