Find the inverse of the function: x → 2 x

A function can be represented by a function machine. The function machine for x → 2 x is: x → × 2 → 2 x The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations(BIDMAS) in reverse. x 2 ← ÷ 2 ← x

Find the inverse of the function: x → 2 x

A function can be represented by a function machine. The function machine for x → 2 x is: x → × 2 → 2 x The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations(BIDMAS) in reverse. x 2 ← ÷ 2 ← x

Find the inverse of the function: x → 4 x

A function can be represented by a function machine. The function machine for x → 4 x is: x → × 4 → 4 x The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations(BIDMAS) in reverse. x 4 ← ÷ 4 ← x

Find the inverse of the function: x → x 2

A function can be represented by a function machine. The function machine for x → x 2 is: x → ÷ 2 → x 2 The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations(BIDMAS) in reverse. 2 x ← × 2 ← x So, the inverse of the function is 2 x .

Find the inverse of the function: x → x 5

A function can be represented by a function machine. The function machine for x → x 5 is: x → ÷ 5 → x 5 The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations(BIDMAS) in reverse. 5 x ← × 5 ← x

Find the inverse of the function: x → 3 x - 2

A function can be represented by a function machine. The function machine for x → 3 x - 2 is: x → × 3 → 3 x - 2 → 3 x - 2 The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations(BIDMAS) in reverse. x + 2 3 ← ÷ 3 ← x + 2 + 2 ← x So, the inverse of the function is x + 2 3 .

Find the inverse of the function: x → 4 x + 5

A function can be represented by a function machine. The function machine for x → 4 x + 5 is: x → × 4 → 4 x + 5 → 4 x + 5 The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations(BIDMAS) in reverse. x - 5 4 ← ÷ 4 ← x - 5 - 5 ← x So, the inverse of the function is x - 5 4 .

Find the inverse of the function: x → 6 - 5 x

A function can be represented by a function machine. The function machine for x → 6 - 5 x is: x → × ( - 5 ) → - 5 x + 6 → 6 - 5 x The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations(BIDMAS) in reverse. 6 - x 5 ← ÷ 5 ← x - 6 - 6 ← x So, the inverse of the function is 6 - x 5 .

Find the inverse of the function: x → x + 4 3

A function can be represented by a function machine. The function machine for x → x + 4 3 is: x → + 4 → x + 4 ÷ 3 → x + 4 3 The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations(BIDMAS) in reverse. 3 x - 4 ← - 4 ← 3 x × 3 ← x So, the inverse of the function is 3 x - 4 .

Find the inverse of the function: x → x - 8 5

A function can be represented by a function machine. The function machine for x → x - 8 5 is: x → - 8 → x - 8 ÷ 5 → x - 8 5 The inverse function can be founded by reversing the function machine. When you are finding the inverse function, you must apply the order of operations (BODMAS) in reverse. 5 x + 8 ← + 8 ← 5 x × 5 ← x So, the inverse of the function is 5 x + 8 .