Solving Exponential Equations

The video tutorial guides viewers through translating a verbal description into an algebraic equation, solving it, and selecting the correct solution for X. The process involves forming the equation from the given description, comparing it with provided options, and verifying the solution by substituting values to find the correct answer.

What is the first step in solving the given problem?

• Verify the solution

• Solve the equation directly

• Translate the verbal description into an algebraic equation

• Choose the solution for X

How do you express '25 times 5 raised to the power of X' in algebraic form?

• 25 + 5^X

• 25 / 5^X

• 25 - 5^X

• 25 * 5^X

Which equation best matches the verbal description provided?

• 25 + 5^X

• 25 * 5^X

• 25 - 5^X

• 25 / 5^X

What is the next step after choosing the correct equation?

• Solve the equation by substituting values for X

• Verify the solution

• Translate another description

• Choose a different equation

What value of X is tested first in the solution process?

• 4

• 1

• 2

• 3

What is the result of 5 raised to the power of 2?

• 10

• 15

• 20

• 25

What is the final result when 25 is multiplied by 25?

• 875

• 750

• 625

• 500

What is the correct solution for X in the equation 25 * 5^X = 625?

• 4

• 3

• 2

• 1

Why is it important to verify the solution after solving the equation?

• To find a different solution

• To ensure the equation is correct

• To confirm the result matches the expected outcome

• To check if the equation can be simplified