The table represents a function. What is f(5)?
–8
–1
1
8
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Answer: First option is correct.
Step-by-step explanation:
Since we have given from the table that
[tex]\text{at }x=-4 ,f(x)=-2[/tex]
it means at x=4 the value of function of x i.e. f(x) attains 2
[tex]\text{at }x= -1, f(x)=5[/tex]
it means at x= -1 the value of function of x i.e. f(x) attains 5
[tex]\text{at }x=3 , f(x)=4[/tex]
it means at x=3 the value of function of x i.e. f(x) attains 4
[tex]\text{at }x=5, f(x)=-8[/tex]
it means at x=5 the value of function of x i.e. f(x) attains -8
so,
[tex]f(5)= -8[/tex]
So, first option is correct.
Answer:
(A)=-8
Step-by-step explanation:
From the table, we can see for x= -4, the value of f(x) by substituting x=-4 is equal to -2,
For x=-1, the value of f(x) by substituting x=-1 is equal to 5,
For x=3, the value of f(x) by substituting x=3 is equal to 4 and
For x=5, the value of f(x) by substituting x=5 is equal to -8, thus
the value of f(5) by putting x=5 in the function will be equal to -8, therefore Option A is correct.