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Can u solve
(-3) ^4*(5/3) ^4 in exponential form?
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Can u solve(-3) ^4*(5/3) ^4 in exponential form?
Exponential Form of (-3)^4*(5/3)^4
To solve the expression (-3)^4*(5/3)^4 in exponential form, we need to simplify the given expression step by step.

Step 1: Simplify (-3)^4
(-3)^4 can be calculated by raising -3 to the power of 4:
(-3)^4 = (-3)*(-3)*(-3)*(-3) = 81

Step 2: Simplify (5/3)^4
(5/3)^4 can be calculated by raising 5/3 to the power of 4:
(5/3)^4 = (5/3)*(5/3)*(5/3)*(5/3) = (625/81)

Step 3: Multiply the simplified expressions
Now that we have simplified both parts of the expression, we can multiply them together:
81 * (625/81) = 625
Therefore, the exponential form of the expression (-3)^4*(5/3)^4 is 625.
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Can u solve(-3) ^4*(5/3) ^4 in exponential form?
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