Need only handwritten solution only (not typed one). Seed costs for a farmer are $125 per acre for corn and $100 per acre for soybeans. How manyacres of each crop should the farmer plant if she wants to spend no more than $5000 on seed?Express your answer as a linear inequality with appropriate nonnegative restrictions and draw itsgraph.Let x be the number of acres planted with corn and let y be the number of acres planted withsoybeans. Choose the correct inequality below.OA. 125x+100y > 5000, x ≥ 0, y 20OB. 125x+100y 25000, x20, y20OC. 125x+100y≤ 5000, x ≥ 0, y 20OD. 125x+100y <5000, x ≥ 0, y 20

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Answered: Seed costs for a farmer are $125 per…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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I need 5 equations, not only one. How can i calculate other equations
Samantha has an exercise regimen at the local gym that includes using a treadmill, stair machine, and cycle. According to an exercise website, a 130-lbd person like Samantha will burn, on average, about 600 calories per hour running on a treadmill, about 500 calories per hour on the stair machine, and about 300 calories per hour on the sycle. Samantha wants to spend 9.5 hours a week in the gym, and would like to spend twice as much time on the stair machine as the cycle. She wants to burn 4600 calories a week at the gym. Is this possible? (a) Write the system of equations that describe the problem. Lett be the number of hours she spends on the treadmill, s be the number of hours she spends on the stair machine, and c be the number of hours she spends on the cycle. Make sure to use the variables from the drop down menu. Calories equation: Time equation: Machines equation: (b) Use an online calculator to solve the system of equations. Put your answer into context by entering the values…
A pianist plans to play 4 pieces at a recital from her repertoire of 25 pieces. How many different recital programs are possible?
The product of two consecutive positive odd integers is 399. The two integers are and Enter the smaller integer in the first box.
A student wants an A in his Math class, so must finish the semester with a 90 average. So far, he has taken 4 tests ( 90, 85, 92, 80) and taken the midterm (93). The midterm is worth 2 test grades, and the final is worth 3 test grades. What score must he achieve on the final to get an A? The grade is made up of 9 parts, so to achieve an average of at least 90, a student would need 810 (9x9) points. Add the 4 test grades and the midterm grade twice giving 6 parts. Subtract this number from 810 to find the points needed for the last 3 parts which represents the grade earned on the Final. Divide that number by 3 and round up to the next whole number to find the lowest Final grade needed to get an A for the course. The lowest Final test grade needed for an A is
Due to the inflation three stores had to close in a mall: one athletic shoe store, one kid's clothing store, and one department store. The mall received 30 applications from store owners who applied to the mall to have their kid's clothing store to replace the closed kid's store. The mall also received 60 applications from athletic shoe store and department store owners who applied their store to replace the closed department and athletic shoe store. If X = the number of applications for a store, use this information to complete the table X 30 40 60 P(x) xP(x) O P(x)=.30, .30, .30; xP(x)=9,12, 18 O P(x)=.33, .33, .33; xP(x)=9.90, 13.20, 19.80 O P(x)=.03, .03, .03; xP(x)=.90,1.2,1.8
The average salary of the entire staff in an office is ₹3200 per month. The average salary of the Officers is ₹6800 and that of the Non-officers is ₹2000. If thenumber of Officers is 5,then find the number of Non officers in the office.
Jerri has 210 stamps in her collection. She wants to arrange her stamps in a rectangular array so there are the same number of stamps in each row without any left over. What are all the different ways she can arrange her stamps, not worrying about order?
A tank can be filled by 2 water keys together in 3 hours with 3 quarters. The main key would be able to fill it by itself in 4 hours less than the other one. In how many hours can each key fill the tank separately?
Travis's carpet has an area of 180 square feet. He hires the CarpetPro carpet cleaning service, which is able to clean 9 square feet of his carpet every minute. Therefore, in the first minute, CarpetPro is able to clean 9 square feet of Travis's carpet (leaving 171 square feet remaining to be cleaned). In the second minute, the cleaner is again able to clean 9 square feet of carpet (leaving 162 square feet to be cleaned), etc. Which of the following functions expresses the number of square feet that still remain to be cleaned after t minutes from the time that the carpet cleaner began cleaning this carpet. A(t)=180−0.9t A(t)=180(0.1)t A(t)=180(0.9t) A(t)=180−9t A(t)=180−0.1t
the full answer wasn't shown in the solution box, please provide the rest
There are a total of 114 oak and pine trees on a piece of land. There are 26 fewer oak trees than pine trees. There is a regulation that the number of oak trees on this piece of land cannot exceed one-third of the total number of trees. Find how many oak and pine trees are on this piece of land and determine whether the solution is viable or nonviable. There are 36 oak trees and 78 pine trees. The solution is viable. There are 36 oak trees and 78 pine trees. The solution is nonviable. There are 44 oak trees and 70 pine trees. The solution is nonviable. There are 44 oak trees and 70 pine trees. The solution is viable.

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