SOLUTION: The manager of a store selling tea plans to mix a more expensive tea that costs $7 per pound with a less expensive tea that costs $4 per pound to create a 150 pound blend that will
Algebra.Com
Question 794738: The manager of a store selling tea plans to mix a more expensive tea that costs $7 per pound with a less expensive tea that costs $4 per pound to create a 150 pound blend that will sell for $5.20 per pound. How many pounds of each type of tea are required? How do you solve?
Answer by josgarithmetic(39620) (Show Source): You can put this solution on YOUR website!
This is a specific example of a general type of two-part mixture problem. You can use all symbols first, as this:
L = lower priced
T = target priced
H = higher priced
M = amount of blend
u = how much of L
v = how much of H
The unknowns are u and v.
Note, .
and .
Solve that as a system completely in symbols for u and v.
Substitute values and evaluate.
RELATED QUESTIONS
the manager of a store selling tea plans to mix a more expensive tea that costs $7 per... (answered by josgarithmetic)
the manager of a store selling tea plans to mix a more expensive tea that costs $7 per... (answered by josgarithmetic)
The manager of a store selling tea plans to mix a more expensive tea that costs $5 per... (answered by mananth)
The manager of a store selling tea plans to mix a more expensive tea that costs $ 8 per... (answered by josgarithmetic)
The manager of a store selling tea plans to mix a more expensive tea that costs $ 9 per... (answered by addingup)
The manager of a store selling tea plans to mix a more expensive tea that costs
$10... (answered by josgarithmetic)
The manager of a store selling tea plans to mix a more expensive tea that costs $6 per... (answered by josgarithmetic)
The manager of a store selling tea plans to mix a more expensive tea that costs $6 per... (answered by josgarithmetic,greenestamps)
The manager at a store selling tea plans to mix a more expensive tea that costs $5... (answered by mananth)