Joe drives 125 miles in 212 hours. At the same rate, how far will he be able to travel in 6 hours?

Answers

Answer 1
Answer: first you would divide mile by hours, so: 125/212 which gives you .59 miles per hour so then you would multiply .59 by 6 which gives you 3.45 miles per hour. Hope it helps!!

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Find the area of the polygon with vertices K (-2,4), L (6,-2), M (4,-4), and N (-6, -2)
linda wants to but a cell phone. she has looked at two phones. phone a normally cost $175, but she can a 5% discount. phone b normally cost $200, but she can get a 20% discount. Part a how much is the discount for each phone part b what is the price of each phone after the discount part c which discounted phone cost less? linda will have to pay 6% sales tax on whichever phone she buys. does this change which phone cost less?
Solve the proportion44/p = 11/5
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Eye how many 3’s are in this image

Answers

There is no image, what does that mean?
I think you forgot to post the image because I don’t see it

Rachel cut a length of rope 4 and 1/3 meters into two pieces. The length of one piece of rope is 2 and 1/2 meters. what is the length of the second piece of rope

Answers

just do     4 1/3 but first we need to make the fraction'd denominator the same. 6 is                               - 2 1/2  the common denominator. so:  4 2/6  =         3 8/6
              --------                                                   - 2 3/6          - 2 3/6
                                                                          ----------          --------
                                                                                                 1 5/6
1 5/6 meters long 
If it is what you wanted please give me brainiest answer!

(4 1/3 m)- (2 1/2 m)= 1 5/6 m.

The length of the second piece of rope is 1 5/6 m~

Writing to Explain Suppose you have a 100-mL cup, you can a 500-mL cup. List two different waysmeasure exactly
1 L.

Answers

5 100ml cups and 1 500 ml cup


and 2 500 ml cups

A field has a perimeter of 1.48 kilometres. It is 460 metres long. How wide is the field?

Answers

P=1.48 \ km = 1 \ 480 \ m \n \n1 \ km = 1000 \ m \n \n l=460 \ m \n \n it \ has \ perimeter : \n \n P = 2 \cdot l + 2\cdot w \n \n1480=2*460 + 2w \n \n1480=920 +2w\n \n 2w=1480-920\n \n2w=560 \ \ /:2 \n \nw=280 \ m \n \nAnswer : \ field \ has \ a \ width : \ 280 \ m
P = 1.48km = 1480m
P = 2l + 2w
l = 460
2l = 920
1480 - 920 = 560
560 = 2w
560 ÷ 2 = 280
280m = width or w

Point P (-5,2) is translated using the rule (x+3,y-1) what is the x coordinate of P​

Answers

Answer:

(-2, 1)

Step-by-step explanation:

(-5 + 3),(2 -1)

The city of Houston, Texas typically has 90 clear days out of the 365 days in a year. Houston's clear days represent what fraction of a year? Write your answer in simplest form.

Answers

(90/365)=(18/73)

5 goes into both 90 and 365 evenly: (90/5)=18 & (365/5)=73
There are no other numbers that go into both 18 and 73 evenly.

Final answer:

90 clear days out of 365 days a year in Houston, Texas represents the fraction 18/73 of a year.

Explanation:

The city of Houston, Texas typically has 90 clear days out of approximately 365 days in 1 year. To answer this mathematics problem, we need to determine the fraction that represents Houston's clear days in a year. The fraction would be the number of clear days divided by the total number of days in a year, that is, 90/365. This fractions needs to be simplified to its simplest form. The greatest common divisor of 90 and 365 is 5. So divide both the numerator (90) and the denominator (365) by 5. This gives us 18/73. Therefore, the clear days in Houston represent 18/73 of a year.

Learn more about Fraction Representation here:

brainly.com/question/33445752

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