At 30 degrees, Edgardo said the temperature was warm enough to go swimming. Did he mean to give the temperature in Fahrenheit or Celsius. Explain.

Answers

Answer 1
Answer: 30 Fahrenheit is just below the typical freezing temperature of water. 30 Celsius is just a few degrees below normal body temperature . . . nice for casual swimming. Edgardo might also have been referring to 30 degrees latitude.
Answer 2
Answer: Certainly in Celsius, because this temperature in Fahrenheit is a low temperature

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80 oz is greater than less than or equal to 5 lbs

Answers

80 oz is equal to 5 lbs
80z is equal to 5lb.

30 BIG POINTS! Please help me on the 3 files for Math!

Answers

1) To find the solution, find the point where the two lines intersect
The graph isn't that clear, so round the numbers to an integer value, the point to where the point is the closest. 
(2, 4)
2. A. Since the cost are the same and the solution is (8, 120) it will cost you the same money to rent a boat for 8 hours. You will pay $120 for both.
3. To find the solution, find the point where the line a and b intersect, which is (3,0) C.
Hope this helps. 
so the solution would be where the lines intersect
so the solution would be (x,y) where x is the value of how far to the right and y is the value how far up
it looks like the intersection is close to 2 units right and 4 units up
so the solution would be (2,4)







if we solve then15h=80+5h
subtract 5h
10h=80
divide 10
h=8
therefor the hours is 8
subsitute
15(8)=120
so teh answer is 8 hours and 120 dollars
the one that says this is A





so the point looks to be 3 units to the rightr and 0 units up
the answer is (3,0) or C




ANSWERS

(2,4)
A
C

(This is a two-Step equation) Kittens weigh about 100 grams when born and gain 7 to 15 grams per day. If a kitten weighed 100 grams at birth and gained 8 grams per day, in how many days will the kitten triple its weight?

Answers

22.5 days. You must divide

How to find a fraction between the fractions 14/20 and 15/20

Answers

You can double the fractions, so instead of 14/20 and 15/20 you have 28/40 and 30/40. The fractions still equal the same amount. Between theses two new fractions is the fraction 29/40.
So, 29/40 is between 14/20 and 15/20.

Given the line 5x – 2y = 10, Find the equation of a parallel line that passes through the point (2, 3). Find the x- and y-intercepts of both lines. Plot the intercepts and use them to graph both lines on the same set of axes.

Answers

1) subtract 5x from both sides
2) you will be left with 2y= -5x +10
3) then you divide 2 from the three numbers
4) you will be left with y=-5/2x +5
your slope is -5/2x
and your y-intercept is 5
which means your point starts at (0,5) on the graph

Susie is thinking about changing her auto insurance policy at Fret-No-More Auto Insurance. Her current policy includes the following options: $50/100,000 limit for bodily injury, $25,000 limit for property damage, $250 deductible for collision, and $50 deductible for comprehensive. Which of the following changes would increase Susie’s limits the most without increasing her monthly premium by more than $5.00?

Answers

There are different premium cost values associated with the different insurance policy plans available. Since Susie does not want her premium to increase by more than $5, then the best limit she could opt for is Increase coverage on bodily injury to $100/300,000 and on property damage to $50,000.

This mean the new insurance will pay up to $300000 to the injured victims in a car wreck which you caused and $100 per person. With bodily damage going up to $50,000.

Hence, to limit the increase in monthly premium by $5.00 while changing the current policy, then Susie should choose the above plan.

Learn more : brainly.com/question/19261630

From her current policy which includes the $50/100,000 limit for bodily injury, $25,000 limit for property change, $250 deductible for collision, and $50 deductible for comprehensive. To increase Susie’s limits the most without increasing her monthly premium by more than $5.00 she should: 

Increase coverage on bodily injury to $100/300,000 and on property damage to $50,000.


I hope this helps, Regards.