Question

Jacob has golf scores of 120, 112, 130, 128, and 124. He wants to have a mean, or average, golf score of 118. What score does he need in his next golf game to achieve this mean score?

Answer 1

$\underline{\Huge\mathfrak{Question-}}$

Jacob has golf scores of 120, 112, 130, 128, and 124. He wants to have a mean, or average, golf score of 118. What score does he need in his next golf game to achieve this mean score?

$\underline{\Huge\mathfrak{Answer-}}$

Given ;
Jacobs' golf scores ;- 120, 112, 130, 128, and 124.

To find the score that he needed to achieve to make an average of 118 overall his golf scores.

Here ,
Average Golf Score = Summation of the golf scores / number of golf scores.

Let the score of last game be "X"

Than,
• Total Score =120 + 112 + 130 + 128 + 124 + X.
• Number of items = 6.
• Average Score = 118

Hence ,
After substituting the requirements , we get $<b>94</b>$ i.e. the value of "X".

Therefore ,
Jacob will need a score of "94" to get the average score of 118.

Answer 2

Answer:

D

Step-by-step explanation:

im on unit test and made 100