identify one way to rewrite the expression using distributive property
(8x10)+(8x1)
(8x20)-(8x1)
(8x20)-1
(8x10-(8x1)
Question 2 identifies one way to rewrite the expression using the distributive property 2(9+3)
(2x9)-(2x3)
(2x9)+(9x3)
(2x9)+3
(2x9)+(2x3)
Question 3 simply using distributive property 7x48
(7x50)-(7x2)=350-14=336
(7x40)+8=288
(7x50)-2=348
(7x40)+(7x8)+7=343
Question 4 simplify using distributive property
9x81
(9x80)+1=721
(9x80)-(9x1)711
(9x80+(9x1)=729
(9x90)-(9x1)=801
please answer this 4 questions im stuck
Question 1: To rewrite the expression (8x10)+(8x1) using the distributive property, we need to distribute the multiplication.
Step 1: Multiply 8 by 10: (8x10) = 80
Step 2: Multiply 8 by 1: (8x1) = 8
Step 3: Add the results: 80 + 8 = 88
So, using the distributive property, the expression can be rewritten as 88.
Question 2: To rewrite the expression 2(9+3) using the distributive property, we need to distribute the multiplication.
Step 1: Multiply 2 by 9: (2x9) = 18
Step 2: Multiply 2 by 3: (2x3) = 6
Step 3: Add the results: 18 + 6 = 24
So, using the distributive property, the expression can be rewritten as 24.
Question 3: To simplify the expression 7x48 using the distributive property, we multiply 7 by each term inside the parentheses.
Step 1: Multiply 7 by 48: (7x48) = 336
So, using the distributive property, the expression simplifies to 336.
Question 4: To simplify the expression 9x81 using the distributive property, we multiply 9 by each term inside.
Step 1: Multiply 9 by 81: (9x81) = 729
So, using the distributive property, the expression simplifies to 729.