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Solving Weight and Angle Problems: Bolts, Screws, and Complementary Angles

This warm-up activity consists of two mathematical problems: The first involves calculating the weight of bolts and screws based on given weights of different quantities. It specifically asks how much 9 bolts weigh, given previous weight measurements. The second problem requires finding the measure of angle 'a' in a pair of complementary angles, where angle 'b' is defined in relation to angle 'a'. This exercise enhances problem-solving skills in algebra and geometry.

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Solving Weight and Angle Problems: Bolts, Screws, and Complementary Angles

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  1. Warm Up At the hardware store, 15 bolts and 7 screws weigh 303 grams. 5 bolts and 12 screws weigh 188 grams. How much do 9 bolts weigh? #1 • Angle a and angle b are complementary angles. The measure of angle b is 12 more than twice the measure of angle a. Find the measure of angle a. #2 “End of World” test next Thursday – all word problems! No Study Guide … use website

  2. Warm Up At the hardware store, 15 bolts and 7 screws weigh 303 grams. 5 bolts and 12 screws weigh 188 grams. How much do 9 bolts weigh? #1 Let b weight of a bolt Let s weight of a screw E1 E2 ASQ

  3. Warm Up #2 • Angle a and angle b are complementary angles. The measure of angle b is 12 more than twice the measure of angle a. Find the measure of angle a. Let a be the measure of angle a Let b be the measure of angle b E1 E2

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