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Irina-Kira [14]
4 years ago
5

Sarah bought a shirt on sale for $35 the original price of the shirt was 3 times that amount sarah also bought a pair of shoes o

n sale for $28 the original price of the shoes was 5 times that amount together how much money did the shirt and shoes cost before they went on sale
Mathematics
1 answer:
LekaFEV [45]4 years ago
8 0
To find the original price of the shirt:
35*3=105

To find the original price of the shoes:
28*5=140

To find the total amount of money the shirt and shoes cost before they went on sale:
105+140=145

There's your answer.

Remember: realistically, there would be sales tax, so this wouldn't be the exact amount of money they would be paying.
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A group of 328 people consists of men ,women, and children. There are five times as many men than children and twice as many wom
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Step-by-step explanation:

Ultimately we know:

Men = * 5

Women = * 2

Children =

We can already make the estimation that the amount of children will be below 50. So by trial and error you will get to your answer by substituting with 41.

Children - 41

Women - 41 x 2 = 82

Men - 41 x 5 = 205

205 + 41 + 82 = 328

So your answer is <u>41</u>

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What was the cost of full coverage insurance in female in her 50s as a percentage of the same insurance in a male in his 30s if
ivolga24 [154]

Answer:

68.73%

Step-by-step explanation:

We have the insurance coverage amount for men of 30 years and for women of 50 years. Therefore, to find the percentage that represents the cost of coverage of the 50-year-old woman based on the cost of coverage of the man, we need to perform the following operation:

X_W = \frac{C_W}{C_M}*100\%

Where:

C_W: cost of coverage for a woman of 50 years.

C_M: coverage cost for a 30-year-old man.

X_W = \frac{\$819.73}{\$1192.64}*100\%

X_W = 68.73\%

Finally C_W represents 68.73% of C_W

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What is the present for 0.8
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What is the slope perpendicular to 6x+5y=-3
grandymaker [24]

General line, perpendicular to 6x+5y=-3:   y=5/6x+b

Steps:

1: Compute the slope of  6x+5y=-3:   m= -6/5

2: Compute the slope of the perpendicular line: mp= 5/6

3: Line with slope m= 5/6:  y= 5/6x+b

Description:

To find the slope perpendicular first you need to compute the slope of the equation. Then compute the slope of  the perpendicular line. Then you will get the half answer: Line with slope m. You will now get your full answer. That is y=5/6x+b.

Answer: y=5/6x+b

Please mark brainliest

<em><u>Hope this helps.</u></em>

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