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alexandr402 [8]
3 years ago
7

Luke bought a pair of jeans originally priced at $69.00. The jeans have been marked down 25%, and a sign posted on the rack wher

e he found them says, “10% additional discount given at register.” Which calculation will give the price that Luke will pay for the jeans, not including sales tax?
A. 69(0.35)
B. (0.65)
C. 69(0.75)(0.90)
D. 69(0.25)(0.10)
Mathematics
2 answers:
ElenaW [278]3 years ago
8 0

Answer: C. 69(0.75)(.0.90)

Step-by-step explanation:

In order to find a discounted price you subtract the discount percentage as a decimal from 1 and multiply the outcome to the original price. For this case, 1-0.25=0.75 and 1-0.1=0.90. So your equation will be 69(0.75)(0.90)

tatyana61 [14]3 years ago
3 0

Answer:

Option C .

Step-by-step explanation:

It is given that,

Original price of jeans = $69.00

Marked down = 25%

Additional discount = 10%

We need to find the price that Luke will pay for the jeans, not including sales tax.

\text{New price}=69(1-\text{Marked down})(1-\text{Additional discount})

\text{New price}=69(1-25\%)(1-10\%)

\text{New price}=69(1-\dfrac{25}{100})(1-\dfrac{10}{100})

\text{New price}=69(1-0.25)(1-0.10)

\text{New price}=69(0.75)(0.90)

Therefore, the correct option is C .

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3*4 = denominator of both
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Your fractions should end up being 8/12 cups of raisins and 9/12 cup of almonds. You can now compare these fractions. 

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A hot air balloon can hold up to 300 pounds of weight. The balloon's pilot weighs 140 pounds. How many 20-pound bags of sand (b)
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8 sand bags

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Answer: First train speed shall be 42 mi/hr

Second train speed shall be 84 mi/hr

Yes it is the valid answer, it gets annoying when almost everyone enters the wrong answer for a good laugh. Either way, hope this helps! Have a spectacular day.

Step-by-step explanation:

What is the 1st train's head start in miles?

Let +s+ = the speed of the 1st train in mi/hr

From 2PM to 4PM is 2 hrs

+d%5B1%5D+=+s%2A2+

---------------------

Let +d+ = distance the 2nd train travels until

it overtakes the 1st train

From 4PM to 6PM is 2 hrs

Start time when the 2nd train leaves

---------------------

Equation for 1st train:

(1) +d+-+2s+=+s%2A2+

Equation for 2nd train:

(2) +d+=+%28+s%2B42+%29%2A2+

--------------------

Substitute (2) into (1)

(1) +%28+s%2B42+%29%2A2+-+2s+=+s%2A2+

(1) +2s+%2B+84+-+2s+=+2s+

(1) +2s+=+84+

(1) +s+=+42+

and

+s%2B+42+=+42+%2B+42+

+s+%2B+42+=+84+

------------------

The 1st train's speed is 42 mi/hr

The 2nd train's speed is 84 mi/hr

---------------------------

check:

(2) +d+=+%28+s%2B42+%29%2A2+

(2) +d+=84%2A2+

(2) +d+=+168+

and

(1) +d+-+2s+=+s%2A2+

(1) +d+-+2%2A42+=+42%2A2+

(1) +d+=+84+%2B+84+

(1) +d+=+168+

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