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ad-work [718]
3 years ago
11

A suit is on sale for 33% off the sale price is 536 what is the regular price

Mathematics
2 answers:
aksik [14]3 years ago
6 0

Answer: 800 was original price

Step-by-step explanation:

so The current price is 33 percent off

Lets say the original price was x, then the current price is (1-0.33)x = 0.67x

We also know that the current price is 536

So 0.67x = 536, x = 800

nataly862011 [7]3 years ago
4 0

Answer: sale: 536

discount: 33%

33/100*536=

Step-by-step explanation:

1- I assume the cost of the suit is $536, not 536%.

So the % of the part times $536= Original price

Remember, $536 is 77% of the original price.

536x0.77=$696.10

Since the suit was 33% off, and since the sale price of the suit was $536

Then the suit was sold for 67% of its original price

Therefore, 67% of its original price (p) equals $536, or .67(p) = 536

.67p = 536

p = 536 � .67 = $800

Original price of suit was $800

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3. Determine the 5-day SMA for the 10 consecutive-day closing prices for
dangina [55]

The 5-day SMA for the 10 consecutive-day closing prices are:

  • Day 2-6=$284.384
  • Day 2-6=$284.384
  • Day 3-7=$288.792
  • Day 4-8=$291.362
  • Day 5-9=$291.256
  • Day 6-10=$291.618

<h3> 5-day SMA for the 10 consecutive-day </h3>

Day 1-5:

Day 1-5 =$242.50+$273.98+$278.16 +$293.94+ $285.04÷5

Day 1-5=$1,373.62÷5

Day 1-5=$274.724

Day 2-6:

Day 2-6=$273.98+ $278.16 +$293.94 +$285.04+$290.80÷5

Day 2-6=$1,421.92÷5

Day 2-6=$284.384

Day 3-7:

Day 3-7=$278.16 +$293.94+ $285.04+$290.80 +S296.02÷5

Day 3-7=$1,443.96÷5

Day 3-7=$288.792

Day 4-8:

Day 4-8= $293.94 +$285.04+$290.80+$296.02+ $291.01÷5

Day 4-8=$1,456.81÷5

Day 4-8=$291.362

Day 5-9:

Day 5-9=$285.04+$290.80+$296.02 +$291.01 +$293.41÷5

Day 5-9=$1,456.28÷5

Day 5-9=$291.256

Day 6-10:

Day 6-10=$290.80+$296.02+ $291.01 +$293.41+ $286.85÷5

Day 6-10=$1,458.09÷5

Day 6-10=$291.618

Therefore the 5-day SMA for the 10 consecutive-day closing prices are:

$284.384; $284.384; $288.792; $291.362; $291.256; $291.618.

Learn more about 5-day SMA for the 10 consecutive-day here: brainly.com/question/5549040


#SPJ1

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The following proof shows an equivalent system of equations created from another system of equations. Fill in the missing reason
aev [14]

Answer:

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Step-by-step explanation:

We are given two equations

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Reason: Given

Statement :2x=2y=14

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Reason : equation 2 of system I divided by 2 on both sides then we get second equation of system 2.

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