Simplify and evaluate :(125)^2+b − (5b)^3× 625/5^b × 5^2b+ (625/5)2/3
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Answer:
10500-125(b)^2×(125)^b×25b
Step-by-step explanation:
(125)^2+b -(5b)^3×(625/5)^b×5^2b+(625/5)2/3
15625+b -(5b)^3×(125)^b×25b+125(2/3)
15625+b -[(5^3)(b^3)]×125^b×25b+125(2/3)
( now we should take out +b because in (-b^3) there r 3 b's so we should take b from there)
15625-(5^3b^2)× 125^b×25b+125(2/3)
15625+125(2/3)-125(b^2)×125^b×25b
15750(2/3)-125(b^2)×125^b×25b
10500-125(b^2)×(125)^b×25b
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