what are the possible lengths for the third side of the triangle that you will draw if two sides should have lengths 24 and 32, respectively?
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length > 56
Step-by-step explanation:*4a+3b=65* ×1
Step-by-step explanation:*4a+3b=65* ×1*a+2b=35*. ×4
Step-by-step explanation:*4a+3b=65* ×1*a+2b=35*. ×44a+3b=65
Step-by-step explanation:*4a+3b=65* ×1*a+2b=35*. ×44a+3b=654a+8b=140
Step-by-step explanation:*4a+3b=65* ×1*a+2b=35*. ×44a+3b=654a+8b=140__________
Step-by-step explanation:*4a+3b=65* ×1*a+2b=35*. ×44a+3b=654a+8b=140__________5b = 75
Step-by-step explanation:*4a+3b=65* ×1*a+2b=35*. ×44a+3b=654a+8b=140__________5b = 75b=15
Step-by-step explanation:*4a+3b=65* ×1*a+2b=35*. ×44a+3b=654a+8b=140__________5b = 75b=15a+2(15)=35
Step-by-step explanation:*4a+3b=65* ×1*a+2b=35*. ×44a+3b=654a+8b=140__________5b = 75b=15a+2(15)=35a=2
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