Given the function f defined by f(x)=3x^2-4. which statement is true
1. f(0)= 0
2. f(-2)= f(2)
3. f(2) + f(5) = f(7)
4. f(5) x f(2) = f(10)
explain

we will proceed to solve each case to determine the solution

we have

case 1) f(0)= 0

For

Find the value of f(x)

so

therefore

the statement case 1) is false

case 2) f(-2)= f(2)

For

Find the value of f(x)

For

Find the value of f(x)

so

therefore

the statement case 2) is true

case 3)  f(2) + f(5) = f(7)

For

Find the value of f(x)

For

Find the value of f(x)

For

Find the value of f(x)

so

therefore

the statement case 3) is false

case 4) f(5) x f(2) = f(10)

For

Find the value of f(x)

For

Find the value of f(x)

For

Find the value of f(x)

so

therefore

the statement case 4) is false

The answer is

2

step-by-step explanation:

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