Kelso Math A1 #14 IM - Algebra 1 Lesson 5.7 (20 problems) - Brenda Cowan | Library

1

For d=0, y=

1

For d=-1, y=

1

For d=-2, y=

1

For d=-3, y=

1

For d=-5, y=

1

Just English here. What does -1 and -3 mean in this case?

1

By a week, we mean 7 days before...

1

Equation should start with v=

1

value of home when d=-1

1

Use your words and the definitions of the variables!

1

Find v when d=-3

1

Meaning of d=-3 in the context of the problem

1

A fish population, p, can be represented by the equation p=800*(\frac{1}{2})^{t} where t is time in years since the beginning of 2015.

What was the fish population at the beginning of 2012?

…

1

Area in 1950...

1

Area of the forest in 1940

1

Yes or no and how do you know?

1

I will have to check out your graph. Should see 5 dots!

1

Where specifically. The name of that place.

1

Kelso Math A1 #14 IM - Algebra 1 Lesson 5.7 (20 problems)

For d=0, y=

For d=-1, y=

For d=-2, y=

For d=-3, y=

For d=-5, y=

Just English here. What does -1 and -3 mean in this case?

By a week, we mean 7 days before...

Equation should start with v=

value of home when d=-1

Use your words and the definitions of the variables!

Find v when d=-3

Meaning of d=-3 in the context of the problem

A fish population, p, can be represented by the equation p=800*(\frac{1}{2})^{t} where t is time in years since the beginning of 2015.What was the fish population at the beginning of 2012?

Area in 1950...

Area of the forest in 1940

Yes or no and how do you know?

I will have to check out your graph. Should see 5 dots!

Where specifically. The name of that place.

Where (how) on the graph do you notice the 2?

A fish population, p, can be represented by the equation p=800*(\frac{1}{2})^{t} where t is time in years since the beginning of 2015.

What was the fish population at the beginning of 2012?