Which problem solving strategy would be best to solve this problem?How many different ways can you give change for 45 cents? A. make a table, chart or list B. work backwards C. use a formula D. look for a pattern

Which problem solving strategy would be best to solve this problem?Brandon went to the store and spent $2.50 on pencils. He spent half of what he had left on a notebook and paper. When he got home he had $5.00 left. How much money did Brandon have before going to the store? A. make a table, chart or list B. work backwards C. use a formula D. look for a pattern

A company is analyzing its potential profit based on different pricing strategies. The current price is $50 per unit, and the company wants to see how changing the price affects its profit. The fixed costs are $5000, and variable costs per unit are $20. If the company sells 200 units at the current price, what would be the profit if the price is increased to $60 per unit? Create a data table for the same.Options :$2000$3000$4000$5000

Consider the problem of creating a particular monetary value using discrete coins, for example: making 15¢ from a 10¢ coin plus a 5¢ coin:denoms = { 1, 5, 10, 25}counts = { 3, 2, 2, 3}result = { 0, 1, 1, 0} // 5 cents + 10 cents = 15 cents For this problem I want to create 29¢ in change, and my cash drawer contains the following coins:denoms = { 1, 5, 10, 25}counts = { 3, 0, 0, 3}result = { 0, 0, 0, 0}(That is: three 1¢ coins and three 25¢ coins are available, but no 5¢ or 10¢ coins at this time, and I have NOT yet begun creating change.)Each step in the change-making process involves taking ONE coin from the counts array and adding it to my result array.Given this setup, which of the following is a valid next step in the process of attempting to make change?Group of answer choicesAdd one 1¢ coin to resultAdd one 5¢ coin to resultAdd one 10¢ coin to resultAdd one 25¢ coin to resultDeclare the 29¢ result impossible

35. Assume that the fees to be paid by a customer total $143.86. If the customer pays these fees with eight $20 bills, three quarters, one dime and one nickel, how much change should the customer receive?

Write an equation to represent the situation. Write the equation in the order the information is presented.You are shopping for school supplies for the new school year. You have everything you need except binders and dividers. Each binder, b𝑏, costs $8$8 and each pack of dividers, d𝑑, costs $4$4. In total you spent $42$42 on your supplies. Write an equation in two variables that represents the relationship between the cost of binders and the cost of dividers. b+𝑏+ d=𝑑=