A manifold has four solenoids, each of which draws 1.6 A, and the total current is equal to ___.
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A ___ is a number that divides into another number or expres…
A ___ is a number that divides into another number or expression evenly without a remainder.
The second number to the right of the decimal point is in th…
The second number to the right of the decimal point is in the ___ place.
Conversion Factors Calories (round to the whole number)…
Conversion Factors Calories (round to the whole number) Weight (round to the hundredth) Volume (round to the whole number) Others Protein: 1 g = 4 kcals Carbohydrates: 1 g = 4 kcals Fat: 1 g = 9 kcals Alcohol: 1 g = 7 kcals 3500 kcals = 1 lbs 1 kg = 2.2 lbs 1 kg = 1000 g 1 g = 1000 mg 1 mg = 1000 mcg 1 L= 1000 mL 1 mL = 1 cubic centimeter 1 oz = 30 mL 1 c = 8 oz 1 tsp (teaspoon) = 5 mL 1 Tbsp (tablespoon) = 15 mL 1 week = 7 days Percents are written in a fraction over 100: 35% = 35/100 45%=45/100 Question: A client wants to lose 2.5 pounds per week. Using dimensional analysis, determine how many calories she needs to reduce in her diet each day. Fill in each box with the answer corresponding to the graphic’s letter box. Round the ANSWER to the nearest whole number. Include the unit in your answer after a space. (g for grams, kcals for calories, lbs for pounds, week or weeks for week, day or days for day). For example, 9 kcals, 1 week Tips: The numerator in the first fraction should always have the unit you are solving for. Check that the unit is included in each answer based on the abbreviations in the conversion chart. A = [Conversion_factor_1] B = [Conversion_factor_2] C = [amount_in_question] D = [Conversion_factor_3] E = [final_product]
The ___ of a number is a number with the same value but a di…
The ___ of a number is a number with the same value but a different sign.
Conversion Factors Calories (round to the whole number)…
Conversion Factors Calories (round to the whole number) Weight (round to the hundredth) Volume (round to the whole number) Others Protein: 1 g = 4 kcals Carbohydrates: 1 g = 4 kcals Fat: 1 g = 9 kcals Alcohol: 1 g = 7 kcals 3500 kcals = 1 lbs 1 kg = 2.2 lbs 1 kg = 1000 g 1 g = 1000 mg 1 mg = 1000 mcg 1 L= 1000 mL 1 mL = 1 cubic centimeter 1 oz = 30 mL 1 c = 8 oz 1 tsp (teaspoon) = 5 mL 1 Tbsp (tablespoon) = 15 mL 1 week = 7 days Percents are written in a fraction over 100: 35% = 35/100 45%=45/100 Question: A client weighs 35 kilograms. Using dimensional analysis, determine how many pounds he would weigh. Fill in each box with the answer corresponding to the graphic’s letter box. Round the ANSWER to the hundredth. Include the unit in your answer after a space. (kg for kilograms and lbs for pounds). For example, 23.1 kg 5.1 lbs Tips: The numerator in the first fraction should always have the unit you are solving for. Check that the unit is included in each answer based on the abbreviations in the conversion chart. A = [Conversion_factor_1] B = [Conversion_factor_2] C = [amount_in_question] D = [final_product]
Fractions are easier to work with when reduced to ___.
Fractions are easier to work with when reduced to ___.
___ is the process of reducing the number of places in a dec…
___ is the process of reducing the number of places in a decimal.
___ is simply repeated addition.
___ is simply repeated addition.
Conversion Factors Calories (round to the whole number)…
Conversion Factors Calories (round to the whole number) Weight (round to the hundredth) Volume (round to the whole number) Others Protein: 1 g = 4 kcals Carbohydrates: 1 g = 4 kcals Fat: 1 g = 9 kcals Alcohol: 1 g = 7 kcals 3500 kcals = 1 lbs 1 kg = 2.2 lbs 1 kg = 1000 g 1 g = 1000 mg 1 mg = 1000 mcg 1 L= 1000 mL 1 mL = 1 cubic centimeter 1 oz = 30 mL 1 c = 8 oz 1 tsp (teaspoon) = 5 mL 1 Tbsp (tablespoon) = 15 mL 1 week = 7 days Percents are written in a fraction over 100: 35% = 35/100 45%=45/100 Question: If a man weighs 225 pounds, using dimensional analysis, how many kilograms is that? Fill in each box with the answer corresponding to the graphic’s letter box. Round the ANSWER to the hundredth. Include the unit in your answer after a space. (kg for kilograms and lbs for pounds). For example, 23.11 kg Tips: The numerator in the first fraction should always have the unit you are solving for. Check that the unit is included in each answer based on the abbreviations in the conversion chart. A = [Conversion_factor_1] B = [Conversion_factor_2] C = [amount_in_question] D = [final_product]