0000:00:00:00:00Start20Number 20ExplanationIf the value of ∫13(3x+5)dx+∫2b(2x−3)dx=28\int_{1}^{3} (3x + 5) dx + \int_{2}^{b} (2x - 3) dx = 28∫13(3x+5)dx+∫2b(2x−3)dx=28 with b>0b > 0b>0, then the value of b=…b = \dotsb=…111222333444555
20Number 20ExplanationIf the value of ∫13(3x+5)dx+∫2b(2x−3)dx=28\int_{1}^{3} (3x + 5) dx + \int_{2}^{b} (2x - 3) dx = 28∫13(3x+5)dx+∫2b(2x−3)dx=28 with b>0b > 0b>0, then the value of b=…b = \dotsb=…111222333444555
