What is another way of asking, "What is the log base of sixty four?"
1 answer:
One number or word is missing in the statement.
Assume you mean "what is the log base 4 of 64?"
That is:
Since, logarithm is the inverse function of exponential, another way to say that is to what exponent must be raised 4 to make 64?
This is, find x such that 4 ˣ = 64
Since 64 is 4³, the answer would be 3.
If the question were "what is the log base 2 of 64?" then other way to say it is to what number must be raised 2 to make 64?
And the answer is found making:
2ˣ = 64
2ˣ = 2⁶
Therefore, x = 6.
Assume you mean "what is the log base 4 of 64?"
That is:
Since, logarithm is the inverse function of exponential, another way to say that is to what exponent must be raised 4 to make 64?
This is, find x such that 4 ˣ = 64
Since 64 is 4³, the answer would be 3.
If the question were "what is the log base 2 of 64?" then other way to say it is to what number must be raised 2 to make 64?
And the answer is found making:
2ˣ = 64
2ˣ = 2⁶
Therefore, x = 6.
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Answer:
a. f(0) = 4
b. f(6) = 8
Step-by-step explanation:
This is a piecewise function, so the actual equation is on the left, and the inequalities are on the right.
If x = 0, this would fall under the first part of the function because x < 5 is the requirement for the first part. Then, evaluating it: f(0) = 0 + 4 = 4.
If x = 6, this would fall under the second part of the function because 5 x < 7 is the requirement. 6 falls under this category, so that means the second part of the function is used. Because it is a constant, 8, this evaluates to f(6) = 8.
The train has 12 carriages
Step-by-step explanation:
The total no. of seats =876
No. of seats per carriage =73
It is given that each carriage has equal seats
So,
Let the total no. of carriages be x
According to the given information,
x = 12
Hence the number of carriages is 12
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