03/11/23
If the surface area of the rectangular box is 112 square feet, find dy/dx when x=4 feet and y=5 feet.
If the surface area of the rectangular box is 112 square feet, find dy/dx when x=4 feet and y=5 feet.
03/11/23
I want this problem to be solved. Can you help me please
15. The time taken in seconds for Ginger's computer to open a specific large documen t is normally distributed with mean 9 and variance 5.91.a Find the probability that it takes exactly 5...
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03/10/23
What are the number between 61 and 107 that is a multiple of 4, 6, and 9?
This is a math problem.
03/10/23
math for liberal arts
#1). The population of a town increased from 3250 in 2008 to 4950 in 2010. Find the absolute and relative (percent) increase.Absolute increase: Relative increase:%Give answers accurate to at...
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03/10/23
445.A trapezoid has a 60-degree angle and a 45-degree angle. What are the other angles?
Are base angles supplementary? How do I do this?
Find the area and perimeter of the figure determined by the points. (−7, 2), (−3, 1), (−2, 5)
Find the area and perimeter of the figure determined by the points. (−7, 2), (−3, 1), (−2, 5).
03/10/23
college math numeracy
The Renault Kaper is a popular brand of car in Republica. It has a fuel capacity (tank size) of 28 liters. It has a fuel efficiency of (f) 14.2 kilometers per liter. With a full tank of fuel, could...
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03/10/23
Exact Distance Geometry
How do you find the exact distance between points L(7,-1) and M(-2,4)?
03/10/23
A bicyclist pedals at an average speed of 20 mph his first lap around a circle. His second lap was at an average speed of 30 mph. What was his average speed for the entire trip?
I can't seem to grasp how to calculate the avg velocity without the actual distance or the time being given. I know that the distance would equal 2D since he's going the same distance at a...
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03/10/23
Jacob is one fourth the age of his dad. In three and a half years he will be one third the age of his dad. How old is Jacob now?
I solved this problem and got that his dad was 7 years old. I know I messed up with the variables and that Jacob is 7, but I just can't figure out where since my equations were set up properly (or...
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03/10/23
pls help me i need it
A building contractor is to dig a foundation 42 feet long, 12 feet wide, and 6 feet deep. The contractor pays $20 per load for trucks to remove the dirt. Each truck holds 8 cubic yards. What is...
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need help with a few quests. Thanks so much
You want to put a 2 inch thick layer of topsoil for a new 27 ft by 32 ft garden. The dirt store sells by the cubic yards. How many cubic yards will you need to order? The store only sells in...
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03/09/23
150 bacteria grow continuously, tripling every 2 hours. How many hours will it take for the bacteria count to reach 200,000?
What's the initial equation?What's the equation in logarithmic form?Solution:
03/09/23
Sam invests $1200 in an account that is compounded continuously at an annual rate of 5% interest. How many years will it take Same to reach $12,000?
What's the initial equation?What's the equation in logarithmic form?Solution:
03/09/23
You invest $2500 in an account that is compounded continuously at an annual rate of 7.5% interest. How many years will it take you to reach $10,000?
What's the initial equation?What's the equation in logarithmic form?Solution:
03/09/23
An open box is constructed by cutting congruent squares from the corners of a 30 inch by 20 inch piece of aluminum.
Write a function that models the volume of the box.
What is the maximum volume that the box can hold?
What is the height of the box for the maximum volume?
03/09/23
An open box is to be formed by cutting four identical squares from the corners of a sheet of metal 25 cm by 32 cm, and folding up the metal to form sides.
Write a function that models the volume of the box.
What is the maximum volume that the box can hold?
The capacity of the box must be 1575 cm³ and the height must be less than 5cm. What is the...
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03/09/23
U3.L4.HW: Quadratic Functions: Question 20
Answer first. Then explain your answers below.NASA launches a rocket at t=0 seconds. Its height, in meters above sea-level, as a function of time is given by h(t) = -4.9t² + 115t + 241. Assuming...
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