PLEASE HELP ME ASAP!!! A lighthouse is 210 feet tall and has a beacon with a 36 inch diameter and can be seen for 20 miles. What formula can you use to calculate the distance around the lighthouse?

Answers

Answer 1
Answer: Hello this is the formula.

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Help!!!!
How do you work out what 35% of 250 is

Answers

'of' is multiplication.

35% is a percentage, and percentages are parts of 100, so divide 35 by 100.

\sf35/100=0.35

So we have:

\sf0.35*250

Multiply:

\sf87.5
what I do is what is 1% of 250?, 2.5, right? so what is 2.5x35? 87.5 would be your answer. or you could do .35(percentage before multiplying by 100)x250, either way works.

Ms. Turner drove 825 miles in March. She drove 3 times as many miles in March as she did in January. She drove 4 times as many miles in February as she did in January. What was the total number of miles Ms. Turner drove in February?

Answers

1100 miles
this is because u first have to find the miles she drove in january. since she drove 3 times as much in march than in january, u divide or 825 divided by 3 to get 275. since she drove 4 times as much in february of january, u multiply 275 by 4 to get 1100.

hope this helps! :)
1110 miles. I really hope that this helps you!

-2x + 4y = -2 and 6x -y = 28

Answers

Answer:

(5,2)

Step-by-step explanation:

I hope that it helped you and that I solved it correctly

(5,2) the answer is

State whether the ratios form a proportion.25/35 and 35/45

A. Yes
B.No

Answers

(25)/(35)=(35)/(45)\n(5)/(7)=(7)/(9)\n5\cdot9=7^2\n45=49 \leftarrow \hbox{not true} \Rightarrow \hbox{No}


The answer is B. No

25/35 = 35/45

5/7 = 7/9

5*9=7^2

45=49

This is not true

Hope this Helps!!!

Tasha paid $20,000,00 for 800 chairs for her restaurant. How much did tasha pay for each chair.

Answers

20,000.00/800=$25 dollars per chair I believe
if there are 800 chairs and she pallid 20000 for all of them then she would have paid 25$per chair

Please help me I'm very confused

Answers

The sides of the large cake are 2 times the length of the sides of the small one.

-- The amount of the frosting depends on the area of the cake.
-- The area grows as fast as the square of the sides grows.
-- The ratio of the areas is the square of the ratio of the sides.
 
-- If you make the sides 2 times as long, the area becomes (2²) = 4 times as much.

-- If you made the sides 7 times as long, you'd need (7²) = 49 times as much frosting.

-- If you made the sides 10 times as long, you'd need 10² = 100 times as much.