An equation in slope-intercept form of the line that passes throughthe given point and is perpendicular to the given line. (-3,1); y = 1/3x + 2*

Answers

Answer 1

Answer:

Answer:

y=1/3x squared +2x+4

Step-by-step explanation:

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1/20 written as a decimal
FOR 20 POINTS PLEASE SHOW ME STEPS FOR ANSWERING THIS QUESTION PLEASE!!!!!!!Tiffany’s pay varies directly with the number of hours that she works. If she earned $77.28 for 4 h of work, how much will she earn for 15 hours of work
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Edward had 45 water bottles. If he drank 1/9 of water bottles, how many did he drank?

Answers

Answer:

He drank 5 water bottles.

Step-by-step explanation:

We need to find one-ninth (1/9) of the total number of water bottles (45).

Multiply the two numbers together:

$(1)/(9)*45$

$=(45*1)/(9)$ Combine into numerator (top) to multiply

$=(45)/(9)$ Simplify the fraction by dividing top by bottom

$=5$ Answer

Therefore, Edward drank 5 water bottles.

23.5 divided by 4.5 x -4.5

also show work

Answers

Answer:

-1.16

Step-by-step explanation:

First: 4.5 × -4.5 = -20.25

Second: 23.5 ÷ -20.25 = -1.16

Factors of 16? Prime or composite?

Answers

Prime factor is 2.
Composite factors are 4, 8, and 16.
1 is also a factor.

Answer:

16 is composite.

Factors: one, two, four, eight, sixteen

Step-by-step explanation:

Luke live 0.4 kilometer from a skating rink. Marie lives 0.25 kilometer from the skating rink. Who lives closer to the skating rink? Explain.

Answers

marie because if you put a 0 behind .4 that equals .40 and then you compare .25 and .40 therefore .25 is closer

Matt is raking leaves for his neighbors. It takes him 7/8 hour to rake one lawn. How long will it take Matt to rake the leaves for 6 neighbors?

Answers

$6*(7)/(8)=(6*7)/(8)=(42)/(8)=5(1)/(4)$
5 hours and 15 minutes (5 hours and a quarter)

It will take him 5 hours and 15 minutes to rake the leaves for 6 neighbors. Hope I could help! :D

Can anyone help me out with #7. It's proofing. The reasoning part is most confusing to me

Answers

the two large triangles can be proven congruent through SSS ASA and SAS, you have all the congruent angles and sides you could ever need to prove the two large triangles congruent in at least 3 ways

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