Let the height of the person with shoulder width of 18.5 be = x
As given, A person who is 64 inches tall has a shoulder width of 16 inches.
So, we have to find the height when the shoulder width is 18.5 inches.
We can relate these two by ;
Hence, the height of the person should be 74 inches.
Answer:
-84 would be next in the sequence.
Step-by-step explanation:
The formula is x - 17.
-16 - 17 = -33
-33 - 17 = -50
-50 - 17 = -67
-67 - 17 = -84
-84 - 17 = -101 and so on...
1650 / 55 = 30
Hope it helps you
Answer:
96
Step-by-step explanation:
If B is the midpoint of AC, the length of AC has to be twice the length of AB. This is because AB = AC. Twice 48 is 96.
The answer is A.
First, multiply 3.1 and 1.28
3.1 x 1.28 = 3.968
Next, add the exponents.
3 + 4 = 7
So you get 3.968 x 10^-7
Hope this helped! ♡