Since the new test score is 95 and that’s better than the previous max score, this new score will not impact the min value.
Since no one previously had scored that high, then the mode will also not change.
The range definitely changes, this is the new max value (so that changed), the mean will change with a new top score.
Since this is a new top score, the median will LIKELY change, but I think you could construct a situation where the median score doesn’t change. But that would be an unusual situation.
It could be 2 things
y=log(x)+6 or
y=log(x+6)
if it the first one
y=logx to y=(logx)+6
moved up 6 units
if 2nd one
y=logx to y=log(x+6), that is move the graph 6 units to left
Yesyesyesyesyesyesyesyesyesyesyes
Answer:
Ramona's answer is correct, Fiona's contains a mistake.
Step-by-step explanation:
We begin with the equation . Both try to use the exponent law of logarithms, but Fiona makes a mistake in where she puts the exponent. In case you've forgotten, this law says that, given a number a and an exponent n:
Fiona's mistake was in putting the exponent above the whole logarithm, instead of inside the argument (the number inside the parentheses). Fiona's step reads
When it should read (as Ramona's does):