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What else can I help you with?
How do you solve for distance?
Distance = Rate x Time
How do you solve for unit rate?
you divide by the total quantity
Solve the formula drt?
d=rt distance= rate[times] distance= rate * times
How do you solve a unit rate?
you divide the money over the item.
How do you solve for the base?
Divide the rate by the percentage (i'm not sure)
How do i solve distance rate time promblems?
The formula is Distance=Rate x Time (or distance equals rate multiplied by time). When you take this into account, you can manipulate it to solve for rate or time instead of distance. In other words, you could rewrite it as Rate= Distance/Time (rate equals distance divided by time) and Time= Distance/Rate (time equals distance divided by rate) in case they ask for what the Rate or Time is instead of Distance.
How do you find the tax rate if you have the pre tax and after tax profit?
After Tax Profit = Pretax Profit * (1 - Tax Rate) Solve for Tax Rate Tax Rate = 1 - (After Tax Profit/Pretax Profit)
How can one solve cube game in a fastest rate of time?
The cube game is difficult to complete. However, there are videos available on websites such as Miniclip which show how to solve the puzzle. Practice is the way to solve the puzzle faster.
Solve using the rule of 72 rate equals 4 percent years equals 18 fv equals 8000 solve for pv?
Solve, using the Rule of 72 rate = 4%, years = 18, fv=$8,000. Solve for PV. Formula: PV = $1/(1+r) t PV = $8000/(1+.04) 18 PV = $8000/2.0258 3949.03 = $8000/2.20258
How do you find equivalent rate?
You set the two equations equal to each other and then solve for the variable.
How can you use a unit rate to solve a rate problem?
A unit rate expresses a quantity in relation to one unit of another quantity, making it easier to compare rates. To solve a rate problem using a unit rate, first determine the unit rate by dividing the two quantities involved. Once you have the unit rate, you can use it to find missing values or make comparisons, such as calculating costs per item or speed per hour. This approach simplifies complex rate problems by breaking them down into manageable, single-unit comparisons.
What led to the development of computer?
The error rate and slowness of human computers trying to solve large problems.
