What is 94.12 % of 2125

Answers

Answer 1
Answer: i think this would be ur answer 2000.05
Answer 2
Answer: i don't think this is the answer I know is 2000.05



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Which equation represents this situation? Naila worked 3.5 hours more than Lisa. Together, they worked a total of 18 hours. Lisa worked h hours. Question options:
a.h + 3.5 = 18
b.h + 7 = 18
c.h + (h – 3.5) = 18
d.h + (h + 3.5) = 18
Agora cyber charter school

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The answer would most likely be A

Can someone pleeeeeasssse help with 3x-2/x^2-2x-3 divided by 1/x-3

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If im correct your final answer should be 2x-3/(x+1)(x-3). #TeamAlvaxic

What is multiplication properties. Example a number line that goes from 0-27. Using numbers 6,7,8 and 9.

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 They are the commutative, associative, multiplicative identity and distributive properties.

 Commutative property: For example 6 * 7 = 7 * 6;

 
Associative Property:  For example (7 * 8) * 9 = 7 * (8 * 9);

 
Multiplicative Identity Property: For example 6 * 1 = 6 or, 1 * 6 = 6;

 
Distributive property:  For example 6 * ( 7 + 8) = 6 * 7 + 6 * 8 or,
( 7 + 8) * 6 = 7 * 6 + 8 * 6.

The function d(h)=50+45hd(h)=50+45h represents the distance a family traveled, in miles, h hours after they stopped for lunch.What does the value 45 represent in this situation?

1.Before lunch, the family traveled at a speed of 45 mph.

2.The family drove 45 miles after they stopped for lunch.

3.The family drove 45 miles before they stopped for lunch.

4.After lunch, the family traveled at a speed of 45 mph.

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Given the function d(h)=50+45 represents the distance a family traveled, in miles, h hours after they stopped for lunch. The value 45 represents the speed they are traveling in miles per hour. So if the function will be graph, the 45 represents the slope of the line.

 

After lunch, the family traveled at a speed of 45 mph.


light travels about 186,000mi/s . The function gives the distance​ d(t), in ​, that travels in t seconds. How far does travel in ​16s.

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The function d(t) = 186000t gives the distance, in miles, that light travels in t seconds.

To find how far light travels in 16 seconds, we can plug in t = 16 and calculate d(16).

Using my pocket calculator, I get:
d(16) = 186000 * 16 d(16) = 2976000

So, light travels 2976000 miles in 16 seconds. That’s about 12 times the circumference of the Earth or 0.05% of a light-year.

A bus travels 0.8 mile east every 45 seconds. A second bus travels 0.55 mile west every 30 seconds. The buses start at the same location. Use two methods to determine how far apart the buses are after 15 minutes.

Answers

Answer:

32.5 miles

Step-by-step explanation:

Given that:

Eastbound bus :

0.8 miles every 45 seconds

Speed per second :

0.8 / 45 = 0.0177777 miles per second

Distance after 15 minutes

(15 * 60) * 0.0177777 = 16 miles

Westbound bus:

0.55 miles every 30 seconds

Speed per second :

0.55 / 30 = 0.0183333 miles per second

Distance after 15 minutes :

(15 * 60) * 0.0183333 = 16.5 miles

Distance apart :

16 miles + 16.5 miles = 32.5 miles

METHOD 2:

Distance covered after 15 minutes :

15 minutes = 15 * 60 = 900 seconds

Distance apart after 900 seconds :

[0.8 * (900/45)] + [0.55 * (900/30)]

16 + 16.5

= 32.5 miles