The number of dogs and chickens on a farm add up to 12. The number of legs between them is 28. How many dogs and how many chickens are on the farm if there are at least twice as many chickens as dogs?
The number of dogs and chickens on a farm add up to 12. The number of legs between them is 28. How many dogs and how many chickens are on the farm if there are at least twice as many chickens as dogs?
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The number of dogs and chickens on a farm add up to 12. The number of legs between them is 28. How many dogs and how many chickens are on the farm if there are at least twice as many chickens as dogs?
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The number of dogs and chickens on a farm add up to 12. The number of legs between them is 28. How many dogs and how many chickens are on the farm if there are at least twice as many chickens as dogs?
Set up solver to determine how many truckloads of sod to ship from each farm to...
Set up solver to determine how many truckloads of sod to ship
from each farm to each nursery in order tominimize the overall
shipping costs. Use the folllow constraints in your analysis:
1 - You must ship all of the sod available at each farm without
exceeding what is available.
2 - You must not ship a partial truckload of sod (ship only integer
numbers of trucks).
3 - You must not ship more than the quantity demanded of sod...
T2. How many people oWned dogs, but not cats! A company has 60 employees. 26 of...
T2. How many people oWned dogs, but not cats! A company has 60 employees. 26 of them speak language A, 30 speak language B, 22 speak language C, 14 speak A and B, 9 speak A and C, 11 speak B and C, and 5 speak all three languages. Draw a Venn diagram with three circles and find the number in each region. 13. How many speak EXACTLY ONE of the three languages? 14. How many speak AT LEAST ONE...
Petra's Flower Shoppe receives an order for a bouquet containing a mix of 20 flowers, but containing at least 18 roses. On hand, she has 27 roses, 28 tulips, 28 snapdragons and 31daisies. In orde...
Petra's Flower Shoppe receives an order for a bouquet containing a mix of 20 flowers, but containing at least 18 roses. On hand, she has 27 roses, 28 tulips, 28 snapdragons and 31daisies. In order to find out how many possible bouquets she can make, what should Petra do? Choose the correct answer below. O A. Calculate the number of possible bouquets containing 20 flowers. O B. Calculate the number of possible bouquets containing 18, 19 and 20 roses separately...
an urn contains 12 red How many positive integers between 100 and 500 inclusive, a. are...
an urn contains 12 red
How many positive integers between 100 and 500 inclusive, a. are divisible by 7? b. are odd? c. have the same three decimal digits? (e.g. 333) d. have distinct digits? (e.g. 123, 234, etc.) How many bit strings of length 8 contain a. exactly three 1s? b. at most three 1s? c. at least three 1s? d. an equal number of Os and 1s?
Number 12 Determine the coordination number for each ion: How many ions of each type are...
Number 12
Determine the coordination number for each ion: How many ions of each type are within one unit cell? Determine the face diagonal distance between the corner anions in the zine blend structure(figure B). Express this distance as a function of the cation and anion r_c and r_a that make up the crystal. Use this distance to determine the unit cell edge length, A, in terms of r_c and r_a. Given a Zn^2+ radius of 82 pm and aS^2-...
How many ways can a person toss a coin 12 times so that the number of...
How many ways can a person toss a coin 12 times so that the number of heads is between 8 and 11 inclusive?
Write a program using M.I.P.S that asks user “how many positive number that is devisable by...
Write a program using M.I.P.S that asks user “how many positive number that is devisable by 6 you want to add?” .Then your loopcounter would be the user input. If the user enters a positive number between 1 and 100 that is devisable by 6, you increment your loop counter and add it to the sum.. You need to decide if the positive number entered by the user is divisible by 6 or not. Your program should print an error...
1. How many different ways can you have r numbers 1 sum up to a number...
1. How many different ways can you have r numbers 1 sum up to a number n? These are called compositions of a number n and it is easy to calculate from our understanding of binomial coefficients. So the number of compositions of 4 into 3 parts will be 1+1+2, 1+2+1, and 2+1+1. Note how we think of 1+1+2 and 1+2+1 as different-because in the first case, the first number is 1, second is 1 and third is 2, while...
Set up solver to determine how many truckloads of sod to ship
from each farm to each nursery in order tominimize the overall
shipping costs. Use the folllow constraints in your analysis:
1 - You must ship all of the sod available at each farm without
exceeding what is available.
2 - You must not ship a partial truckload of sod (ship only integer
numbers of trucks).
3 - You must not ship more than the quantity demanded of sod...
T2. How many people oWned dogs, but not cats! A company has 60 employees. 26 of them speak language A, 30 speak language B, 22 speak language C, 14 speak A and B, 9 speak A and C, 11 speak B and C, and 5 speak all three languages. Draw a Venn diagram with three circles and find the number in each region. 13. How many speak EXACTLY ONE of the three languages? 14. How many speak AT LEAST ONE...
Petra's Flower Shoppe receives an order for a bouquet containing a mix of 20 flowers, but containing at least 18 roses. On hand, she has 27 roses, 28 tulips, 28 snapdragons and 31daisies. In order to find out how many possible bouquets she can make, what should Petra do? Choose the correct answer below. O A. Calculate the number of possible bouquets containing 20 flowers. O B. Calculate the number of possible bouquets containing 18, 19 and 20 roses separately...
an urn contains 12 red
How many positive integers between 100 and 500 inclusive, a. are divisible by 7? b. are odd? c. have the same three decimal digits? (e.g. 333) d. have distinct digits? (e.g. 123, 234, etc.) How many bit strings of length 8 contain a. exactly three 1s? b. at most three 1s? c. at least three 1s? d. an equal number of Os and 1s?
Number 12
Determine the coordination number for each ion: How many ions of each type are within one unit cell? Determine the face diagonal distance between the corner anions in the zine blend structure(figure B). Express this distance as a function of the cation and anion r_c and r_a that make up the crystal. Use this distance to determine the unit cell edge length, A, in terms of r_c and r_a. Given a Zn^2+ radius of 82 pm and aS^2-...
1. How many different ways can you have r numbers 1 sum up to a number n? These are called compositions of a number n and it is easy to calculate from our understanding of binomial coefficients. So the number of compositions of 4 into 3 parts will be 1+1+2, 1+2+1, and 2+1+1. Note how we think of 1+1+2 and 1+2+1 as different-because in the first case, the first number is 1, second is 1 and third is 2, while...
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