Question Simplify the expression pa1−a2bp=0pa∣b=0∣ Evaluate p(a∣b=(papba)÷pb∣)Remove the parentheses pa∣b=(papba)÷pb∣Multiply More Steps Multiply the terms papbaMultiply the terms p2abaMultiply the terms p2a2b pab=p2a2b÷pbDivide the terms More Steps Evaluate p2a2b÷pRewrite the expression pp2a2bUse the product rule aman=an−m to simplify the expression 1p2−1a2bSimplify p2−1a2bDivide the terms pa2b pab=pa2b×bMultiply the terms pab=pa2b2Calculate More Steps Calculate b=pa2b2Move the expression to the left side b−pa2b2=0Factor the expression b(1−a2bp)=0Separate the equation into 2 possible cases b=01−a2bp=0Calculate 1−a2bp=0b=0 pa1−a2bp=0b=0Solution pa1−a2bp=0pa∣b=0∣ Show Solution Find the excluded values p=0 Evaluate p(a∣b=(pap(ba))÷pb∣)Solution p=0 Show Solution