Algebra Question???? HELP!
Ok here it is!
A house on a lot cost $120,000!
House was $3,000 more than 5 times (x) the cost of the lot!
What is the cost of the lot and the house seperate???
Hurry, first to give the right answer wins the DTR's math wizzzzz award
!!!!!!
A house on a lot cost $120,000!
House was $3,000 more than 5 times (x) the cost of the lot!
What is the cost of the lot and the house seperate???
Hurry, first to give the right answer wins the DTR's math wizzzzz award
!!!!!!
A ball is dropped from a height of 4 meters. Each time it strikes the pavement after falling from a height of h meters, it rebounds to a height of 0.6h meters. Find the total distance that the ball travels up and down.
EXTRA CREDIT: Assuming that a free falling ball travels 4.9t^2 meters in t seconds, find the total number of seconds that the ball travels. (A rebounding ball takes as much time to travel from the ground to the apex as to fall from the apex to the ground.)
First person to answer correctly gets a free tarot reading. (For the first 3 minutes.)
EXTRA CREDIT: Assuming that a free falling ball travels 4.9t^2 meters in t seconds, find the total number of seconds that the ball travels. (A rebounding ball takes as much time to travel from the ground to the apex as to fall from the apex to the ground.)
First person to answer correctly gets a free tarot reading. (For the first 3 minutes.)
A ball is dropped from a height of 4 meters. Each time it strikes the pavement after falling from a height of h meters, it rebounds to a height of 0.6h meters. Find the total distance that the ball travels up and down.
EXTRA CREDIT: Assuming that a free falling ball travels 4.9t^2 meters in t seconds, find the total number of seconds that the ball travels. (A rebounding ball takes as much time to travel from the ground to the apex as to fall from the apex to the ground.)
First person to answer correctly gets a free tarot reading. (For the first 3 minutes.)
EXTRA CREDIT: Assuming that a free falling ball travels 4.9t^2 meters in t seconds, find the total number of seconds that the ball travels. (A rebounding ball takes as much time to travel from the ground to the apex as to fall from the apex to the ground.)
First person to answer correctly gets a free tarot reading. (For the first 3 minutes.)
Trending Topics
Mathematically, the ball continues moving infinitely for infinite time.....
. Now if your talking about displacement...the ball travels a maximum distance of 4 meters from its initial point. Yea, I was an engineering major....
. Now if your talking about displacement...the ball travels a maximum distance of 4 meters from its initial point. Yea, I was an engineering major....
A ball is dropped from a height of 4 meters. Each time it strikes the pavement after falling from a height of h meters, it rebounds to a height of 0.6h meters. Find the total distance that the ball travels up and down.
EXTRA CREDIT: Assuming that a free falling ball travels 4.9t^2 meters in t seconds, find the total number of seconds that the ball travels. (A rebounding ball takes as much time to travel from the ground to the apex as to fall from the apex to the ground.)
First person to answer correctly gets a free tarot reading. (For the first 3 minutes.)
EXTRA CREDIT: Assuming that a free falling ball travels 4.9t^2 meters in t seconds, find the total number of seconds that the ball travels. (A rebounding ball takes as much time to travel from the ground to the apex as to fall from the apex to the ground.)
First person to answer correctly gets a free tarot reading. (For the first 3 minutes.)
Awesome! Here is how she explained it.
we know that 3000 is in play and it's 'more'. So immediately subtract 3000 from the total. 117,000.
117,000 divided by 5 times more. gave us the lot cost. 23,400
120,000 minus the lot = cost of house.
We're going to Jason's Deli now I'm tickled to death.
Edit: Now I don't know if that was Algebra or not. Its just what she said.
we know that 3000 is in play and it's 'more'. So immediately subtract 3000 from the total. 117,000.
117,000 divided by 5 times more. gave us the lot cost. 23,400
120,000 minus the lot = cost of house.
We're going to Jason's Deli now I'm tickled to death.
Edit: Now I don't know if that was Algebra or not. Its just what she said.
Awesome! Here is how she explained it.
we know that 3000 is in play and it's 'more'. So immediately subtract 3000 from the total. 117,000.
117,000 divided by 5 times more. gave us the lot cost. 23,400
120,000 minus the lot = cost of house.
We're going to Jason's Deli now I'm tickled to death.
we know that 3000 is in play and it's 'more'. So immediately subtract 3000 from the total. 117,000.
117,000 divided by 5 times more. gave us the lot cost. 23,400
120,000 minus the lot = cost of house.
We're going to Jason's Deli now I'm tickled to death.



I almost busted a blood vessel trying to remember my algebra.
)