IM 7.4.10 Lesson: Tax and Tip

You are on vacation and want to buy a pair of sunglasses for $10 or less. You find a pair with a price tag of $10. The cashier says the total cost will be $10.45.[br][img]data:image/png;base64,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[/img][br]What do you notice? What do you wonder?
Different cities have different sales tax rates. Here are the sales tax charges on the same items in two different cities. Complete this table of City 1.
Different cities have different sales tax rates. Here are the sales tax charges on the same items in two different cities. Complete this table of City 2.
Here is the sales tax on the same items in City 3.
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[/img][br]What is the tax rate in this city?
[br]For the sales tax on the laundry soap, Kiran says it should be $0.84. Lin says it should be $0.87. Do you agree with either of them? [i]Explain [/i]your reasoning.
Jada has a meal in a restaurant. She adds up the prices listed on the menu for everything they ordered and gets a subtotal of $42.00.
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[/img][br][br]When the check comes, it says they also need to pay $3.99 in sales tax. What percentage of the subtotal is the sales tax?
After tax, the total is $45.99. What percentage of the subtotal is the total?
They actually pay $52.99. The additional $7 is a tip for the server. What percentage of the subtotal is the tip?
The tax rate at this restaurant is 9.5%.
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[/img][br][br]Another person’s subtotal is $24.95. How much will their sales tax be?
The tax rate at this restaurant is 9.5%.
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[/img][br][br]Some other person’s sales tax is $1.61. How much was their subtotal?
Elena's cousins went to a restaurant. The part of the entire cost of the meal that was tax and tip together was 25% of the cost of the food alone. What could the tax rate and tip rate be?

IM 7.4.10 Practice: Tax and Tip

In a city in Ohio, the sales tax rate is 7.25%. Complete the table to show the sales tax and the total price including tax for each item.
The sales tax rate in New Mexico is 5.125%. Select [b]all [/b]the equations that represent the sales tax, [math]t[/math], you would pay in New Mexico for an item of cost [math]c[/math]?
Here are the prices of some items and the amount of sales tax charged on each in Nevada.
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vkM7uN9+goNSBcRO3LU8CJnXZo6zBkmfXl5GeQrCJeRtT8ngsEAFS9QICW3EXyQwzDkkLHD7M/Pz1/txPvYy4s8nmlkauDrYKEP5KxLU8fte39/P3irB+Hfvn07Wg/xDAmmUJ5nl0WBzA6yw0F9ctOoQ2WkF7XO8pKQ8Tk3FG/veXLWpalF1tDXrPTGDsJypO9N5Fr5KZC1cqwRdwpHwTEv6dylLeOPuSTW6GdKTHLWpakJlogjwUGivnprrwRTA8Gqee5IgcyNsce5MCa/Pqc1iMO4zFN+c2eljRp+7SJn3Zs6iBfZMmzud6l0TyqYlt5TILX0JX7GflWOfWFucR5jeiHY1LWwn6kzJS9H8FTRZNJUM1WbqcWNDDoWaPIcJue3tYghXUyNOzb/kvvImT+pM5/U/kPZzyX1tmqsuYaOomhqxeEnvf72wrlVm7kiePemfnt7O4Ivvm7zq5duaP3epfc1/G511NjMNxTIzBCbHJPphj5JY16fvj9+/DjEj165s6kOcr+G6XxpIznr7pNaBtVfvnN/NAnC0n29GDp6p0BKE6/q0ScredSzuIpRpg6Da11j7jKIM1rXpa6cJY/krDtTl0xMKbVRIKXU5DrOI0DObOrzWHW5SoF0CUCFTZMzm7pCAtcumQJZO5fjL4MAObOpl8G0qSgUSFONNdwMObOpGyZ6bmsUyNwYPrctAuTMpt4W+yqyUSBVFOwij/7Fwqa2IE4QsKlPICl+gpzZ1MXTtX2BFMj22Z1xDgLkzKaeg2DjZyiQxlttpj1yZlM3Q+tyjVAgy0V1pDURIGc29ZpIVxqbAqm0he7KJmc2dXf0X26YArm82ztKQICc2dQlMFJYDRRIYaW5nAEEyJlNPQBSz9MUSM841NQ7ObOpa2Juo1opkI1SOs2VCJAzm/pKMFs8ToG02F+LPZEzm7pFhq/siQK5MpSPb4QAObOpNwK9pjQUSE1191wrObOpe1bCQO8UyMAWTxeGADmzqQsjp4RyKJAS6nENlxEgZzb1Zby620GBdNd8pQ2TsxNTx6J/jIE1UJ8GdB+dmFoLHvtFgLd+vyjU1Tk5s6nr4m6TaimQTRI6ydUIkDOb+mo42wtAgbTXXZsdkTObuk2Or+qKArkqkA9vhgA5s6k3g72eRBRIPVX3XSk5s6n71kK2ewoku8GTxSFAzmzq4ujZvyAKZP9qXMEYBMiZTT0Gsc72UCCdtV5tu+TMpq6WxvUKp0DWy+LISyJAzmzqJZFtJBYF0khLzbdBzmzq5ume3iAFMv20T+yBADmzqfdgoPCcFEjhpbq83wiQM5vasjhBgAI5WfREkQiQM5u6SIr2LYoC2bcSZx+LADmzqcei1tE+CqSjtqtulZzZ1FVTuU7xFMg6GRx1aQTImU29NLoNxKNAGminixbImU3dBeXTmqRApp307r0QIGc29V4sFJyXAim4TJcGBMiZTQ1g/PgLAQrEmNSBADmzqevgbNMqKZBNEzvZbATImU09G8Z2D1Ig7XbZVmfkzKZui9tFuqFAFgnoIKsjQM5s6t9wPz4+Hm5ubo5+np6eViejxAQUSIn1sabX19fD7e3tF28vLy9cPnoOPslxcM5Xuv7w8HD4+PjglmKfyZlNfTh8EhcEnhNEsWyuUBgFskL4xULK0OItxjB4zKevmPv+/fuXSd/f3w93d3cHGTve//nnn1/H0vWvhUIfyJlNfTgcgsD7+/usGArlcNWyKJBVE10ZPAwpU0ao+FSNy5lz51LEJ3MYO/jPvSJOLZ/W5MymPhw+zcyvcOeIzpHf2hwFUmpv+iRNf0WK92ONeG5vfOrHV3V9CygVB9VFzmxqofJ71G0/9DUu2d7kWwqk1AZl6tR0lz591Y945qWguTBzbRc7ObOpxTJGCYaEY7n5Rwqk1GbT36dV51hTx75zn+iKP/arvPLvNZIzmzrDgm7sWgjNtHDVFAVyVaAVDw9dvJfMGiWNNf65P7yt2Nqs0OTMps5AOCSYzNYmpyiQkhuMS5cX75jLeKyho2+bumT2L9T29vZ2tCOEUtvvVEcNXPmmFlOH6fjHrNSEYWD+beQcr3GR//3331/I6WLnpfG1WOADOev+k1q3O/9TwrnftQrkc/GSKJDFgy8cUMYO/mjgSBOG1FwYnBzrWeuMo7VaDB29krPuTb2wxpoIR4E00VAHTZAzm7oDwqe2SIFMPev9+yBAzmzqfTgoOisFUnShLu4LAXJmU3/B4gchQIFozmPZCJAzm7psrnapjgLZpQAnnYwAObOpJ8PX/gEKpP1u2+iQnNnUbXC6aBcUyKKBHWw1BMiZTb0azPUGpkDq7aKvysmZTd0X96O6pUBGHfCm3REgZzb17nSUVwAFUl51riiHADmzqXMIdT5HgXQORTXtkzObuhratiuUAtkuqzNdgwA5s6mvQbLRsxRIoy021xY5s6mbo/f6hiiQ66M5whYIkDObegvEK8tBgVRWerflkjObulsZDDdOgQzv8kpJCJAzm7okZgqphQIppCSXcQEBcmZTXwCrx2UKpMf+a+yZnNnUNTK4cs0UyMqpHH4hBMiZTb0QqC2FoUBa6qvlXsiZTd0y0zN7o0BmhvCxjREgZyemjkX/GANroD4N6B45MrUmPRoBI1AvAv8DS4htk+MzIRcAAAAASUVORK5CYII=[/img][br][br]What is the sales tax rate in Nevada?
Write an expression for the amount of sales tax charged, in dollars, on an item that costs [math]c[/math] dollars.
Find each amount:
3.8% of 25
0.2% of 50
180.5% of 99
On Monday, the high was 60 degrees Fahrenheit. On Tuesday, the high was 18% more. How much did the high increase from Monday to Tuesday?
Complete the table.
Explain your process for filling in the table. How did you find the missing values?

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