Question: Solve the following problems 1. Construct a table of values to find the integer values for x and y that will satisfy 4x +5y =

Solve the following problems 1. Construct a table of values to find the integer values for x and y that will satisfy 4x +5y = 52 2. A kilo of banana (lakatan) is sold for PHP 45. Make a table showing the prices from 1 kilo to 8 kilos. Write an equation for finding the price of banana given the number of kilograms bought, How many kilograms of banana can you buy for PHP 250? 3. A salesman earns P pesos a week given by the equation P = 2000+ 0.10s, where s is the amount of sales made. a. Find the intercept the y-intercept of the equation. b. How much does he earn if his sales amounted to PHP 15,000? c. How much sales should he make to earn PHP 5,000 for a week? 4. Find an equation of a line that contains the point (3,5) and parallel to x - 2y + 3 = 0. 5. The sum of Steven and Edmund's ages is 74. Three years ago, Steven was thrice as old as Edmund. How old are Steven and Edmund now? 6. The sum of the digits of a two-digit number is 7. If the units digit exceeded the tens digit by 3, find the number. 7. Mrs. Aguilar invested PHP 50,000. Part of the money was invested at 5% and the other part at 7% annually. How much money did she invest in each if she received an interest of PHP 2,800 from these investments after a year? 8. The perimeter of a rectangular garden is 74 m. Twice the length increased by 8 times the width is equal to 86. What are the dimensions of the garden? 9. A boat traveled 90 miles downstream and back. The trip downstream took 5 hours. The trip back took 15 hours. What is the speed of the boat in still water and the speed of the current? 10. The tens digit of a two-digit number is twice the unit's digit. If the sum of this number and the number formed by reversing the number is 66, what is the number? 11. Juny had saved 105 coins from her daily allowance. If the coins consists of 5-peso coins and 10-peso coins amounting PHP950, how many of each kind of coin did she have? 12. A ladder leans against a wall that is 5 meters high. If its base is 3 meters from the base of the wall. Find the slope of the ladder. 13. Two candles have different length and thickness. The longer one can burn for 8 hours, and the shorter one for 10 hours. After 4 hours of burning, both candles are of the same length. What fraction of the longer candle's length is the shorter candle's length

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