IF YOUr GOOD AT MATH??

Question

find each product

m (n + p)

7 (a+ b)

8(3b+6)

simplify each of the following expressions

19t+2t

3x+(-2x) + 2x

solve each equeation

3n + 2n = 45


11y-2y-45=0

a/5 + 2/3 = 2

how did you do each of these problems?

THANKSSS

Answer 1

mn +mp
7a + 7b
24b + 48
t(19+2) = 21t
3x
n = 9
y = 5
a = 20/3 I think.
Do your own homework.

Answer 2

m(n + p) = mn + mp
distribute property

7(a + b) = 7a + 7b
distribute property

8(3b + 6) = 24b + 48
dustribute property

Simplify each of the folllowing expressions

19t + 2t = 11t
adding like terms

3x + (-2x) 2 + 2x
Clear the parenthesis

3x-2x +2x
the equation becomes

3x

-2x + 2x
Cancell

The andwer if 3x

The solution set is {3x}

Solve each equation

3n + 2n = 45

add like terms

5n + 45

5n/5 = 45/5

divide 5 on both sides

n = 9

The andwer is 9

The solution set is {9}

11y -2y -45

collect like terms

9y-45 = 0

9y-45 = 0
+45 +45

Add 45 to both sides

9y = 45

9y/9 = 45/9

Divide 9 from both sides

y = 5

The answer is y = 5

The solution set is {5}

a/5 + 2/3 = 2

common denominator is 15

15(a/5) + 15(2/3) = 15(2)

multiply the both sides by 15 and simplify

3a + 10 = 30
-10 -10

subtract -10 from both sides

3a = 20

3a/3 = 20/3

divide 3 from both sides

a = 6.666666667

a = 6.6

rounded to one deximal place

The answer is y = 6.6

The solution set is {6.6}

Answer 3

1. mn+mp (distribute the m, you can't add the two numbers together b/c the variables arn't the same)
2. 7a+7b
3. 24b+ 48
4. 21t (they both have t's so they can be added together)
5. 3x (the 2 and the negative 2 basically cancel out)
6. n=9 (3n+2n=5n, then divide 45 by 5)
7. y=5
8.a=20/3 (hint: a/5 is the same as a times 1/5)

Answer 4

i'm not going to get mad, because I'm helping you
and I know that it's going to bite you in the behind when you get to high school and college and you can't do this stuff... you'll be thought of stupid, no offense

m (n + p) = m*n + p*m

7 (a+ b) = 7a + 7b

8(3b+6) = 24b + 48

19t+2t = 21t

3x+(-2x) + 2x = 3x

3n + 2n = 45
5n = 45
n = 9

11y-2y-45=0
11y - 2y = 45
9y = 45
y = 5

a/5 + 2/3 = 2
3a/15 + 10/15 = 2
(3a + 10) / 15 = 2
3a + 10 = 30
3a = 20
a = 20/3

Answer 5

find each product

m (n + p)
= mn + mp

7 (a+ b)
= 7a + 7

8(3b+6)
= 24b + 48


simplify each of the following expressions

19t+2t
= t (19 + 2)

3x+(-2x) + 2x
= x (3 + -2 + 2)

solve each equeation

3n + 2n = 45
5n = 45
n = 9


11y-2y-45=0
= 9y - 45 = 0
= 9y = 45
= y = 5


a/5 + 2/3 = 2
a + 10 = 30
a = 20


how did you do each of these problems?
-from my brain-
---------------------

THANKSSS
-You Are Welcome-
---------------------------

Answer 6

m(n+p) = mn+mp
7(a+b)= 7a+7b
8(3b+6) = 24b + 48
19t+2t = t (19 + 2 )
3x + (-2x) + 2x = 3x
3n + 2n =45 ------> 5n=45 ---> n = 9
11y -2y -45 =0 ------> 9y =45 ----> y =5
a/5 + 2/3 =2 ------> a= 20/3 ( i am not sure about this)
HOW OLD ARE YOU ???!!

Answer 7

No, I will not do them for you. If you post what you think the answer is, I'll help you, but I will not do it for you.
For the first 3, you multiply the first variable (e.g. m) by each item in the parentheses.
For the second ones, you put like terms together and do the action (subtraction, addition etc) required.
Same with the 3rd section.

Answer 8

Multiply m(n+p)
like a)m*n+m*p
=mn+mp
m(square)np

b)7*a+7*b
=7a+7b
=14ab

c)8*3b+8*6
=27b+48
=72b

Other don't know

Answer 9

first 3 are mn+mp 7a+7b 24b+48 these all u use is the distributive property of integers and distribute the number in front of the parenthesis to the numbers in them.

Answer 10

m(n + p)
mn + pm ... (dont know if its neccessary to go further than this answer)
mn = -pm
n = -p

7(a + b)
7a + 7b ...(dont know if its neccessary to go further than this
7a = -7b
a = -b

8(3b + 6)
24b + 48 ...(dont know if its neccessary to go further than this)
24b = -48
b = -2

19t + 2t
21t ...(dont know if it neccessary to go any further)
21t = 0
t = 0

3x + (-2x) + 2x = 0
3x - 2x + 2x = 0
3x = 0
x = 0

3n + 2n = 45
5n = 45
n = 9

11y - 2y - 45 = 0
9y - 45 = 0
9y = 45
y = 5

a/5 + 2/3 = 2
a + 10 = 30
a = 20

Shot !