A. The land dispute in Texas between Mexico and the United States in 1846 was about determining where did the borders of Texas lie, on Nueces River or Rio Grande.
B. U.S claim in the land dispute is supported by the map.
In 1846, Mexico and U.S. started a war over Texas border. The conflict was over the border of Texas and where it ended, on the Nueces River which was Mexico claim or on Rio Grande which was U.S. claim.
In the end, U.S. won the war with the help of U.S forces who were victorious repeatedly against Mexicans. Even though U.S. entered the war, it was still divided as many people of influence did not support the act of war. But, anyhow, the result of the war was in favor of U.S. as seized more than 500,000 square miles in the end.
Answer:
Its A and B
Explanation:
John is correct in thinking that it will take 10 minutes to fill the tub with the needed amount of water at the rate it's going.
Further Explanation:
To solve this problem,
1. Sort out the given.
2. Identify the unknown.
3. Set up the equation that will be used to solve the problem.
4. Substitute the values into the given equation.
5. Solve for the unknown.
STEP 1: Identify the given:
depth of bathtub = 18 inches
rate of filling = 3 in/2 min
STEP 2: Identify the unknown:
time to fill bathtub with water = ?
STEP 3 & 4:
The rate of filling, as stated in the problem, is 3 inches for every 2 minutes. Using this equality, the time needed to fill an 18 inch deep bath tub can be solved using the equation below:
It will take 12 minutes to fill the bathtub.
STEP 5:
During the first 2 minutes, John observed that 3 in of water had already been put in.
He, therefore, needs to wait for 10 more minutes for the rest of the bath tub to be filled with water.
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Keywords: rate, ratio and proportion