Question Simplify the expression c3s412000m4 Evaluate 80m4×c46×s45×5cMultiply the terms 400m4×c46×s45×cMultiply the terms More Steps Multiply the terms 400m4×c46Multiply the terms c4400m4×6Multiply the terms c42400m4 c42400m4×s45×cMultiply the terms More Steps Multiply the terms c42400m4×s45Multiply the terms c4s42400m4×5Multiply the terms c4s412000m4 c4s412000m4×cCancel out the common factor c c3s412000m4×1Solution c3s412000m4 Show Solution Find the excluded values c=0,s=0 Evaluate 80m4×c46×s45×5cTo find the excluded values,set the denominators equal to 0 c4=0s4=0The only way a power can be 0 is when the base equals 0 c=0s4=0The only way a power can be 0 is when the base equals 0 c=0s=0Solution c=0,s=0 Show Solution