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Solve for 
t.

(t)/(-3)=8
Answer: 
t=

Solve for t \mathrm{t} .\newlinet3=8 \frac{t}{-3}=8 \newlineAnswer: t= t=

Full solution

Q. Solve for t \mathrm{t} .\newlinet3=8 \frac{t}{-3}=8 \newlineAnswer: t= t=
  1. Identify Equation: Identify the equation and what is being solved for.\newlineThe equation given is t3=8\frac{t}{-3} = 8, and we need to solve for tt.
  2. Isolate Variable: Isolate the variable tt by multiplying both sides of the equation by 3-3. To get tt by itself, we multiply both sides by 3-3 because 3-3 is the current divisor of tt. t3×(3)=8×(3)\frac{t}{-3} \times (-3) = 8 \times (-3)
  3. Perform Multiplication: Perform the multiplication on both sides.\newlineMultiplying t3\frac{t}{-3} by 3-3 cancels out the 3-3 on the left side, leaving tt alone.\newlinet=8×(3)t = 8 \times (-3)
  4. Calculate Product: Calculate the product on the right side of the equation. \newline88 multiplied by 3-3 equals 24-24.\newlinet=24t = -24

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