Esteban has a big jar of change in his room. He has 600 coins total, and 240of them are pennies.
What percentage of the coins are pennies?

Answers

Answer 1

Answer: You just have to divide 240 by 600 and then multiply that by 100. So it will be 40%

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two mechanics worked on a car. The first mechanic worked for 10 hrs, and the second mechanic worked for 5 hours. Together they charged a total of $1475. What was the rate charged per hour by mechanic if the sum of the two rates was $190 per hour? What is the first mechanic make per hour? And what did the second mechanic make per hour?
The average cost of an education to become a veterinarian is $147,656, which includes veterinary school. To cover these cost, most students take out loans. What would the interest on a loan be if the rate is 3.25% and the term is 15 years.
If $2887.51 is 60%, What is 100%?
2/3x - 9= 3/4Find x1/5x + 8= 3/4Find x
What is the least number of options you should come up with to help you solve a problem?Four Six Three Two Plz help me

A composite number can be written as the product of prime numbers.True
or
False

Answers

True Hope this helps

Hello Razerthebrainieace!

The answer would be True because prime numbers have more than one factors.

Cheers!
-Blizzard

mark wants to paint a mural. He has 1 1/3 gallons of yellow paint, 1 1/4 gallons of green paint, and 7/8 gallon of blue paint. mark plans to use 3/4 of each paint color. how many gallons of paint will he have left after painting the mural

Answers

we have

Yellow paint

$1(1)/(3) =(3*1+1)/3\n \n =(4)/(3) gal$

Find the
amount of yellow paint left after painting the mural

$((4)/(3) -(3)/(4) )=(4*4-3*3)/12\n \n =(7)/(12) gal$

Green paint

$1(1)/(4) =(4*1+1)/4\n \n =(5)/(4) gal$

Find the
amount of green paint left after painting the mural

$((5)/(4) -(3)/(4) )=(5-3)/4\n \n =(2)/(4) gal$

Blue paint

$(7)/(8)gal$

Find the
amount of blue paint left after painting the mural

$((7)/(8) -(3)/(4) )=(7-2*3)/8\n \n =(1)/(8) gal$

Find the
total amount of paint left after painting the mural

$(7)/(12) +(2)/(4) +(1)/(8) =((2*7+6*2+3*1))/(24) \n \n =(29)/(24) gal$

$(29)/(24) =1(5)/(24) gal$

therefore

the answer is

$1(5)/(24) gal$

Mark has: 1 1/3 = 4/3 gallons of Yellow
   1 1/4 = 5/4 gallons of Green
      7/8 gallons of Blue.

Total = (4/3 + 5/4 + 7/8) LCM = 24
      = (32 + 30 + 21)/24 = 83/24 Gallons of Paint in total.

If he used 3/4 of each, he would have (1 - 3/4) = 1/4 of each left.

Therefore gallons left = 1/4 * (83/24) = 83/96 gallons left.
   = 0. 8646 gallons left in total.

For each of the transactions in items 1 through 5, indicate the effects on the accounting equation elements. The company purchases equipment with cash- The Equity account does the following

A. Increase
B. Decrease
C. No effect

Answers

Answer:

Decrease I think.

Sorry if it is wrong.

Hope it helped :)

If there are 10 apples, and you take 4, how many do you have?

Answers

10 - 6 = 4

So, we will have 4 apples.

If there are 10 apples and you take 4, then the remaining are 6 apples.

We have,

Use the concept of subtraction.

a - b = c

Where if a is greater than b, the answer is positive and if a is less than b, the answer is negative.

Now,

Total number of apples = 10 _______(1)

Number of apples taken = 4 _______(2)

Use this formula to find the remaining apples.

Substitute (1) and (2).

Number of apples remaining.

= 10 - 4

= 6

Thus,

If there are 10 apples and you take 4, then the remaining are 6 apples.

Learn more about expressions here:

brainly.com/question/3118662

#SPJ4

The complete question:

If there are 10 apples, and you take 4, how many apples are remaining?

Help me please.......Simplify 3(5y+6)-4

Answers

3(5y + 6) - 4

First, expand to get rid of parentheses.
$15y + 18 - 4$
Second, leave the 15y be and subtract 18 - 4 to get 14.
$15y + 14$

Answer: 15y + 14

3(5y+6)-4
First distribute the 3 into (5y+6)
Using order of operations PEDMAS
3 x 5y and 3x6
15y + 18-4
Now substract
15y+14

Jonathan is making his favorite pasta dish. He serves his mom 1/12 of the pot of pasta and his brother 1/6 of the pot. How much of the pot is left over?