00:01
The topic of this question is systems of linear equations.
00:07
In this question, we are talking about a store that sells smartphones and tablets.
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There is a new type of smartphone and a new type of tablet out, so they are taking pre -ordered or pre -sale orders.
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In total, the price of a tablet and a smartphone together, or one tablet with one smartphone, costs $965.
00:35
There are 340 pre -orders placed for the smartphone and 250 pre -orders for tablets.
00:50
We want to find the price of a smartphone and the price of a tablet using this information.
00:57
And one other piece.
00:58
Not the total value of the orders is $270 ,500 altogether from the pre -orders.
01:09
Okay, so consider what we know and what we don't know, what we need to find.
01:15
We want to find the price of a smartphone, a single smartphone, and the price of a single tablet.
01:22
So in total, we know that this adds up to those two numbers add up to 965.
01:27
So why don't we give numbers to those or variable names, s and t, as for the price of a smartphone and t for the price of a tablet, so that we can create equations to solve for these two.
01:39
And then find the numbers that work for this situation.
01:49
So we already said that the sum of s and t, the price of a tablet and the price of a smartphone, is 965.
01:58
So there is one equation that we need so that we can solve for s &t, but we also need one more equation because we have two unknown variables.
02:08
And that comes from this row of information, the pre -orders...