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Inessa05 [86]
3 years ago
11

The expression 625(1−x) gives the discounted price of a television, where x is the percent of the discount written in decimal fo

rm.
What does the 625 represent in the expression?

the original price of the television

the percent of the original price being paid

the discounted price of the television

the percent of discount
Mathematics
2 answers:
bekas [8.4K]3 years ago
6 0

the original price of the television

is your answer.

Lostsunrise [7]3 years ago
3 0

Let

x------->  the percent of the discount written in decimal form.

y-------> the discounted price of the television

we know that

y=625(1-x)

In the expression

625-------> represent the original price of the television

y--------> the discounted price of the television

x-------> the percent of discount

therefore

<u>the answer is the option </u>

the original price of the television

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A croissant shop produces two products: bear claws (B) and almond filled croissants (C). Each bear claw requires 6 oz of flour,
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Answer:

letter A: B = 400; C = 1000; Max Z = $380

Step-by-step explanation:

bear claws (B) need 6 oz of flour (f), 1 oz of yeast (y), 2 ts of paste (p)

croissants (C) need 3 oz of flour (f), 1 oz of yeast (y), 4 ts of paste (p)

putting that information in equations, we have:

B = 6f + y + 2p

C = 3f + y + 4p

The total number of resources (R) are:

R = 6600f + 1400y + 4800p

Let's call M our total profit, "k1" the number of B produced and "k2" the number of C produced.

So, we can state that:

M = k1*0.2 + k2*0.3

The number of resources R2 will demand is calculated like this:

R2 = k1*B + k2*C = (6k1+3k2)f + (k1+k2)y + (2k1+4k2)p

using R2 and R, we can make some inequations:

6k1+3k2 <= 6600 -> 2k1+k2 <= 2200

k1+k2 <= 1400

2k1+4k2 <= 4800 -> k1+2k2 <= 2400

if we try to maximize k2 (as it worths more), we will have k1 = 0 and k2 = 1200 (limited by p), but looking at the resources R, we will still have resources to use (f and y). Looking at B and C expressions, we see that removing one C gives enough 'p' to make 2 B, which is a good trade (as 2B worths 0.4 cents, and 1C worths 0.3 cents). we have 200 'y' remaining, so doing this 200 times give us k1 = 400 and k2 = 1000, and the only resource remaining will be some of 'f'.

calculating the profit M, we have:

M = 400*0.2 + 1000*0.3 = 380$

the right answer is letter A.

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3 years ago
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