What is 288 divided by 30?

Answers

Answer 1

Answer: easy 288/30=9.6 and tell me if you need the step-by-step

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Indicate true or false as to whether the following equation is quadratic 2x-4x+1=0

Answers

the answer to the problem would be false

False. I think you should just simplify the problem. Good luck:)

There are 60 new houses being built in a neighborhood. Last month, 1/4 of them were sold. This month,1/3 of the remaining houses were sold. How many houses are left to be sold?

Answers

Answer:

5 houses left

Step-by-step explanation:

1/4 of 60 is 15

1/3 of 15 is 5

What is the square root of 141?

Answers

The square root of 141 = $√(141)$

This is because the two factors are 3 and 47, which both aren't perfect squares. You cannot take anything out.

If you want it simplified (like with a calculator) it would be:
$√(141) =11.87$

The square root of 141
√141=11.87434208703792

From the sum of 3x+ 5y -2 and 2x-3y +1 subtract the sum of 4x -8y +3 and -5x + 6y +7

Answers

Answer:

First, let's simplify both sums by combining like terms:

3x + 5y - 2 + 2x - 3y + 1 = 5x + 2y - 1

4x - 8y + 3 - 5x + 6y + 7 = -x - 2y + 10

Now we can subtract the second sum from the first:

(5x + 2y - 1) - (-x - 2y + 10) = 5x + 2y - 1 + x + 2y - 10

Simplifying this expression, we get: 6x + 4y - 11

For which equation is m = 12 not the solution?15 - m = 3
m + 8 = 20
m - 3 = 15
2 + m = 14

Answers

Hello,

Answer C for

m-3=15
==>m=15+3
==>m=18

30 former classmates gathered to celebrate the anniversary of their school graduation. Each of them greeted and shook hands with every other without any exceptions how many handshakes were exchanged when everyone was finished?Note: When person A shakes with person B, person B is also shaking with person A. It is counted as one handshake.

Answers

Let's pick one person at random and call it the 'first'.

That person shakes hands with 29 other classmates.

Take another person different from the first, we'll call him the 'second'. Since he has already shaken hands with the first, he shakes hands with 28 other classmates.

The 'third' person will likewise shake hands with 27 other classmates, and so on.

Hence, the total number of handshakes is 29+28+27+...+2+1 = 29*30/2=435 handshakes

The answer is 435 handshakes when everyone was finished. I hope this is correct.

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