Question

Which expressions show how 6 • 45 can be rewritten using the distributive property?



Choose all answers that are correct.



A.


6 • 40 + 6 • 5


B.


6 • 40 − 6 • 5


C.


6 • 50 – 6 • 5


D.


6 • 50 + 5

Answer 1

Ok first thing is to distribute

Answer 2

5(9 - 3) becomes what?

Answer 3

9-3 =6

Answer 4

No not quite. it becomes 45 - 15

Answer 5

Ok so now we have 45 - 15 = w • 9 – 5 • 3 no we simplify the right side of the equal sign.

Whats 9-5 x 3?

Answer 6

why would it be 45- 15?

Answer 7

9-5 x 3 = 12

Answer 8

because you are distributing the 5 in the set of numbers.
5(9 - 3) is the same as 5 x 9 - 5 x 3

Answer 9

Good its 12. So now we have 45 - 15 = w x 12. So lets work from left to right. What is 45 -15?

Answer 10

45-15 = 30

Answer 11

Awesome! So now we have 30 = w x 12. So laslty we are going to do the opposite of one side to the other.

Instead of multiplying by 12 on the right, lets divide by 12 on the left. SO-

30/12 = w

What is 30/12?

Answer 12

2.5

Answer 13

Awesome job! So now your final answer is~

2.5 = w

Did you understand the process?

Answer 14

hopefully I didnt confuse you!

Answer 15

yea its a little hard tho BUT i will get better

Answer 16

Awesome. I am GREAT with these kind of problems. So add me and tag me into any of these anytime if you need help! ok? Good luck

Answer 17

ok and thx

Answer 18

dont go yet

Answer 19

Which expressions show how 6 • 45 can be rewritten using the distributive property?



Choose all answers that are correct.



A.


6 • 40 + 6 • 5


B.


6 • 40 − 6 • 5


C.


6 • 50 – 6 • 5


D.


6 • 50 + 5