Answer:
x = 38
x = 18
Step-by-step explanation:
Let one number = x
Let the second number = y
x - y = 20
x must be the larger of the two numbers
x = 2y + 2 Put this equation into the equation above
2y + 2 - y = 20 Combine
y + 2 = 20 Subtract 2 from both sides
y = 20 - 2
y = 18
x - 18 = 20 Add 18 to both sides
x = 38
Given:
6a = (6x30) + (6x2)
Find the value of a.
6a = (6x30) + (6x2)
As you notice, 6 is the common factor of each term
6a =6(30+2)
6a = 6(32)
To get the value of a, divide both sides by 6.
6a/6 = 6(32)/6
a = 32 CHOICE B.
6a = (6*30)+(6*2)
6(32) = 180 + 12
192 = 192
or you can solve the problem this way.
6a = (6*30)+(6*2)
6a = 180 + 12
6a = 192
6a/6 = 192/6
a = 32
Answer:
D is The correct Answer
Step-by-step explanation:
I think the answer might be in the photo but we would need to see what we’re working with lol
