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8++(53)+x+3□8^{+}+(\frac{5}{3})+x+3 \square

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Full solution

Q. 8++(53)+x+3□8^{+}+(\frac{5}{3})+x+3 \square
  1. Identify and correct format: Identify and correct the expression format.\newlineThe expression seems to have a typo with ＂8∗∗8^{**}＂. Assuming it should be ＂88＂.\newlineCorrected Expression: 8+(53)+x+38 + \left(\frac{5}{3}\right) + x + 3
  2. Simplify constants: Simplify the constants in the expression.\newlineCalculate 8+3=118 + 3 = 11.\newlineNew Expression: 11+(53)+x11 + \left(\frac{5}{3}\right) + x
  3. Combine constants: Combine the constants. Convert 1111 to a fraction: 11=33311 = \frac{33}{3}. Add 333+53=(33+5)3=383\frac{33}{3} + \frac{5}{3} = \frac{(33 + 5)}{3} = \frac{38}{3}. New Expression: 383+x\frac{38}{3} + x

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