When tackling an age problem, in what timeframe should you define the age variables as?
Define as the PRESENT time
Express this information in the most efficient way (and solve):
Use the MATRIX to have a good overview !
What is important to remember when working out length problems?
Express the lengths as different variables
eg.
x + y = 30
x = y - 5 (this is the equation for the smaller part)
Explain how you would solve this:
What is the equation answering “total cost” using “cost per item” and “# of items purchased”?
TOTAL COST = Cost per Item X Items purchased
Fill this formula using “total cost” and “price per item”
How would you set up these equations?
C = 20 (remember, only take the positive answer as a negative price is impossible).
Explain how you would set up the system of equations for this problem:
What is the “PROFIT” equation?
Profit = TR - TC
What is the “PROFIT” equation? (using variable and fixed costs)
Profit = TR - (FC + VC)
Explain how you would set up the system of equations for this problem:
Explain how you would set up the system of equations for this problem:
Solve this:
(how would you express the equations?)
If two people work at different wages, and the question asks how much one has to transfer to the other to equalize the wages. What formula should you remember?
How should you tackle this?
WATCH OUT, multiply to get the fraction that is consumed, and then subtract it from remaining to get the new remaining.
If we begin with x amount of anything and subtract 1/y of that amount, what remains?
Answer the following:
Answer the following: