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During a chemical reaction,the temperature in the beaker decreased every minute by the same number of degrees. The temperature was 16°C at 11:08 A.M. By 11:43 A.M., the temperature had dropped to-17°C. By how many degrees did it drop each minute?
what is the annual interest rate or delinquent. what other penalties might you be subject to besides late fees? considering what you have found. is this card a good deal or not? explain your answe.
A bank will only give a mortgage loan if the total amount of monthly payments for all loans, including the mortgage, is no more than 36% of the monthly gross income. What is the maximum monthly mortgage loan payment for which Shawn can be approved..
A principal of $1800 is borrowed over 9 months. The future value is $1910. Determine the loan simple interest rate to the tenth of a percent?
A triangle drawn on a map has sides of lengths 7 cm, 11 cm, and 14 cm. The shortest of the corresponding real-life distances is 92 km. Find the longest of the real-life distances to the nearest tenth of a kilometer.
A normal human body temperature is 98.6°F. What is the corresponding Kelvin temperature?
Write a program that multiplies 2 (n,m) matrices. Each element in the resulting matrix must be create by a separate thread. Print the matrix after the multiplication is done.
Application of differential calculus: Maximization and Minimization and find what are the largest and smallest revenues your company can make under this deal?
Lumber costs have increased by 7.5% since last year. If a new home last year cost $237,400, what would be the new cost?
A decision maker who is considered to be a risk taker is faced with this set of probabilities and payoffs. Rank the decision alternatives onthe basis of expected value.
which extends partway into foul territory, create an angle of 105 degrees with home plate. At $32.00 per foot, how much will the fence cost?
Use the information below to answer the question: Is the segment PB congruent to PD? Segment PA is orthogonal to the plane m
Suppose a rational function R(x) has the horizontal asymptote y = 3/2. Explain the behavior of the function as the variable x increases without bound.
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