Eddie is purchasing dried apricots and cherries to use in his homemade trail mix, which requires at least 232 grams of fruit in total. Each dried apricot weighs 4 grams and each dried cherry weighs 3 grams.Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.x= the number of dried apricotsy= the number of dried cherriesChoices:(A) 4x + 3y < 232(B) 4x+3y≥232(C) 4x+3y≤232(D) 4x + 3y > 232
Q. Eddie is purchasing dried apricots and cherries to use in his homemade trail mix, which requires at least 232 grams of fruit in total. Each dried apricot weighs 4 grams and each dried cherry weighs 3 grams.Select the inequality in standard form that describes this situation. Use the given numbers and the following variables.x= the number of dried apricotsy= the number of dried cherriesChoices:(A) 4x+3y<232(B) 4x+3y≥232(C) 4x+3y≤232(D) 4x+3y>232
Calculate Total Weight: Determine the total weight of dried apricots Eddie needs.We know:Weight of each dried apricot: 4 gramsNumber of dried apricots: xWhat is the total weight of dried apricots?Weight of each dried apricot × Number of dried apricots=4×x=4xTotal weight of dried apricots: 4x
Calculate Weight of Cherries: Determine the total weight of dried cherries Eddie needs.We know:Weight of each dried cherry: 3 gramsNumber of dried cherries: yWhat is the total weight of dried cherries?Weight of each dried cherry × Number of dried cherries= 3×y= 3yTotal weight of dried cherries: 3y
Form Inequality: Combine the total weights of dried apricots and cherries to form an inequality.We know:Total weight of dried apricots: 4xTotal weight of dried cherries: 3yEddie's trail mix requirement: At least 232 grams of fruit in totalWhat is the inequality that describes this situation?Total weight of dried apricots and cherries must be greater than or equal to 232 grams.Inequality: 4x+3y≥232
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