Toby is buying apples. red delicious apples, x, cost $2 per pound. braeburn apples, y, cost $3 per pound. he wants to buy at least 10 pounds of apples, but spend no more than $24. which graph represents this situation?
Toby Is Buying Apples. Red Delicious Apples, X, Cost $2 Per Pound. Braeburn Apples, Y, Cost $3 Per Pound. He Wants To Buy At Least 10 Pounds Of Apples, But Spend No More Than $24. Which Graph Represents This Situation?
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Toby Is Buying Apples. Red Delicious Apples, X, Cost $2 Per Pound. Braeburn Apples, Y, Cost $3 Per Pound. He Wants To Buy At Least 10 Pounds Of Apples, But Spend No More Than $24. Which Graph Represents This Situation?. The problem states that toby wants to buy at least 10 pounds of apples. Compute a consumer price index for apples for each year.
Red Delicious Apples, 5lb Bag from www.walmart.com
Red delicious apples, x, cost $2 per pound. This can be represented by the inequality:x + y ≥ 10. Compute a consumer price index for apples for each year.
This Can Be Represented By The Inequality:x + Y ≥ 10.
The empire apples cost $1.40 per pound, the red delicious apples cost $1.10 per pound, and the golden delicious apples cost $1.30 per pound. For example, if toby buys 6 pounds of red delicious apples (costing $12) and 4 pounds of braeburn apples (costing $12), he meets both conditions since he spends $24 and. Braeburn apples, y, cost $3 per pound.
The Problem States That Toby Wants To Buy At Least 10 Pounds Of Apples.
He wants to buy at least 10 pounds of apples, but spend no more than $24. Braeburn apples, y, cost $3 per pound. Compute a consumer price index for apples for each year.
1 Set Up The Inequality Representing The Total Pounds Of Apples Toby Wants To Buy:
We have $$x + y \geq 10$$x+y ≥ 10 (total weight) and $$2x + 3y \leq 24$$2x+3y ≤ 24 (total cost) identify the shaded regions for both inequalities. You want twice as many red delicious as. Red delicious apples, x, cost $2 per pound.
Assume That Year 1 Is The Base Year In Which.
In year 2, red apples cost $2, green apples cost $1, and abby buys 10 green apples. Red delicious apples, x, cost $2 per pound. The problem also states that toby wants to spend no more than.
In Year 2, Red Apples Cost $2 Each, Green Apples Cost $1 Each, And Abby Buys 10.
X + y ≥ 10 He wants to buy at least 10 pounds of apples, but spend no more than $24. In year 1, red apples cost $1 each, green apples cost $2 each, and abby buys 10 red apples.
