Thanksgiving Math Problem!!!?

Question

Calling all Math whizzes.

Four friends are collecting canned food for needy families. There are two girls and two boys. The girls are named Danielle and Emily and the boys are named Ryan and Zach, The last names of the children are Anderson, Olson, Riley and Shin. Their agesare 8,10,11, and 12. The streets they live on are maple, nut, oak, and pinehill. The number of cans they collected were 100, 110, 132, and 144. Using the statements below, determine the students first name, last name, street they live on, and number of cans they collected.

1. Danielle and Shin play on the girls soccer tema.

2. Anderson and Zach ages are one tenth as much as the number of cans of food they each collected.

3. The boy that lives on maple collected more than olson.

4. The number of letters in the name of emily's street is the same as her age.

5. Emily is 2/3's as old as, and collected more cans of food than, the girls who lives on Oak.


thanks!

Answer 1

This is what I came up with, probably missed something.

Emily Shin, Pinehill, Age 8, Cans 144
Danielle RIley, Oak, Age 12, Cans 132
Ryan Anderson, Maple, Age 11, Cans 110
Zach Olson, Nut, Age 10, Cans 100

Answer 2

That answer looks right to me!

Answer 3

I got what the other two have.

Answer 4

D + T = N ----> T = N - D D = H + T ----> T - D = H 2N = 3H D = x D = x (H + T) = x (T - D) + T = x 2T - D = x 2T - (H + T) = x T - H = x 3T - 3H = 3X 3T - (2N) = 3x 3T - (2nd + 2T) = 3x T - 2nd = 3x a million/3T + 2/3-D = X BAHH. I supply up. Is it impossible? x.x