3. Solving Word Problems

Saphia's lunch bill was $\$17.65$. She wants to leave an $18\%$ tip. How much should the tip be?

Carson bought some new sneaker on sale for $\$250$. The sale price was $65\%$ of the original price. What was the original price?

If sales tax on a \$36 pair of shoes is \$1.26, find the sales tax on a $\$250$ pair of shoes.

Suppose the local sales tax rate is $6.5\%$ and you buy a car for $\$12,500$. What is the car's total cost?

Hint: Find how much tax is due first.

A city's population grew from $120,000$ to $138,000$ people in one year. What is the percent increase in population?

A smartphone originally costs \$800. It is on sale for \$680. Calculate the percent discount.

Last season, a farmer harvested $500\mathrm{kg}$ of rice. Due to improved techniques, the harvest is estimated to increase by $20\%$ this season. How much rice is the farmer looking to harvest this season?

A reservoir's water level decreased by $20\%$ over the summer due to evaporation. If the water level is currently at $120$ million liters, how much water was there initially?

A square garden has sides of $8\mathrm{ft}$. The gardener reduces each side by $1\mathrm{ft}$ to make space for a pathway. What is the percent decrease in the perimeter of the garden?

Ivy wants to buy a dress that originally costs \$120. The store is having a sale and offers \$35 off the original price. What is the sale price of the dress?

There is a winter coat I’ve been eyeing that costs $\$250$. If it is bought in cash, I would receive a $20\%$ discount. How much would I pay for that winter coat if I buy it in cash now?

A pair of running shoes costs $\$80$. The store is offering a $25\%$ discount. Calculate the amount of discount and the sale price of the shoes.

A smartphone originally costs \$800 but is now sold for \$680. Calculate the percent discount.

The bookstore buys a set of novels for \$120 and sells it for \$150. What percent did they mark up?

A patient was prescribed a medication dose. It was increased by $15\%$ after $3$ days, and the new dosage is $23\mathrm{cc}$. What was the original dosage?