Question

After a discount of 10%, Mzee Jongo bought a phone for Tsh. 450,000/=. What was the price of the phone before discount?

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Answer 1

To calculate the original price of a phone before a 10% discount, set up an equation where 90% of the original price equals Tsh. 450,000/=. Solving for the original price, it comes to Tsh. 500,000/=.

Step-by-step explanation:

The question asks to calculate the original price of a phone before a 10% discount, given that the final price after discount is Tsh. 450,000/=. To find the original price, we can use the following steps:

1. Determine the final price: The final price after the discount is Tsh. 450,000/=.
2. Represent the discount: A 10% discount means the final price is 90% of the original price, so we can represent the original price as '100%' and the final price as '90%' of the original price.
3. Set up the equation: Let the original price be 'x'. Therefore, 0.9x = Tsh. 450,000/=.
4. Solve for the original price: Dividing both sides of the equation by 0.9 gives us x = Tsh. 450,000/= ÷ 0.9, which when calculated equals Tsh. 500,000/=.

Thus, the original price of the phone before the discount was Tsh. 500,000/=.