# If a person who was born in the 1700’s turned n years old in the year n^3. In what year did that person turn 50?

If a person who was born in the 1700’s turned n years old in the year n^3. In what year did that person turn 50?

# If Paul is using a piece of fencing 80 meters long to build a rectangular enclosure for his dog, what is the greatest possible area that can be enclosed?

If Paul is using a piece of fencing 80 meters long to build a rectangular enclosure for his dog, what is the greatest possible area that can be enclosed?

# Strips of colored paper are made into loops and are chained to each other as shown above.

Strips of colored paper are made into loops and are chained to each other as shown above. The color pattern begins with the first loop and proceeds from left to right as red, blue, green, green, yellow, purple. This pattern is repeated for a chain of 96 loops. If the first few loops of the chain are removed so that the new beginning loop is no longer red and the new 16th loop is blue, what color will the new 51st loop in the chain be?

# If n/5 + y/10 =1 what is the value of 2n+y?

If n/5 + y/10 =1 what is the value of 2n+y?

# If h=a^-3 and am=1 what does h^3 equal in terms of m?

If h=a^-3 and am=1 what does h^3 equal in terms of m?

# Before the october exam i spent 2 months studying SAT everyday from 7 am till 4 in the afternoon.

Hey mike! Before the october exam i spent 2 months studying SAT everyday from 7 am till 4 in the afternoon. obviously i cant follow the same routine while prepping for the december exam because i have school in the morning so i was wondering if you had an effective studying routine i can follow if i wanna raise my score from 2090 to a 2200

# After the first term, each term in a sequence is k times the preceding term and p is the first term of the sequence. If the ratio of the seventh term to the third term is 16, what is a possible value of k?

After the first term, each term in a sequence is k times the preceeding term and p is the first term of the sequence. If the ratio of the seventh term to the third term is 16, what is a possible value of k?

# If a and b are positive integers and (a-1)(b+1)=0 , which of the following must be true?

If a and b are positive integers and (a-1)(b+1)=0 , which of the following must be true?
A)a>b
B)a<b
C)a=b
D)a=1
E)b=1

do you have any tips on how to deal with this type of question?

# If miranda is choosing socks from a drawer that contains 4 red socks and 4 blue socks whats the least number of socks that she must draw from the drawer at random until she can be sure that she has a pair of red socks?

If miranda is choosing socks from a drawer that contains 4 red socks and 4 blue socks whats the least number of socks that she must draw from the drawer at random until she can be sure that she has a pair of red socks?

# Each of the 8 edges of a pyramid with a square base is 4 inches long and each edge of a cube is 4 inches long. The base of the pyramid is set on one face of the cube so that their vertices coincide. The new solid that is formed has how many faces?

Each of the 8 edges of a pyramid with a square base is 4 inches long and each edge of a cube is 4 inches long. The base of the pyramid is set on one face of the cube so that their vertices coincide. The new solid that is formed has how many faces?