Question Simplify the expression 6s2q2r2t21 Evaluate ((1÷(sqrt×3))×1)÷(sqrt×2)Use the commutative property to reorder the terms ((1÷3sqrt)×1)÷(sqrt×2)Rewrite the expression (3sqrt1×1)÷(sqrt×2)Calculate 3sqrt1÷(sqrt×2)Use the commutative property to reorder the terms 3sqrt1÷2sqrtMultiply by the reciprocal 3sqrt1×2sqrt1Multiply the terms 3sqrt×2sqrt1Solution More Steps Evaluate 3sqrt×2sqrtMultiply the numbers 6sqrtsqrtMultiply the terms 6s2qrtqrtMultiply the terms 6s2q2rtrtMultiply the terms 6s2q2r2t×tMultiply the terms 6s2q2r2t2 6s2q2r2t21 Show Solution Find the excluded values s=0,q=0,r=0,t=0 Evaluate ((1÷(sqrt×3))×1)÷(sqrt×2)To find the excluded values,set the denominators equal to 0 sqrt=0Separate the equation into 4 possible cases s=0q=0r=0t=0Solution s=0,q=0,r=0,t=0 Show Solution