sorry its 5t+(6 times 10 power neg.3)....and the answer should be1.08 times 10 power -2)

solve thi equation ;5t(6 multiply 10 powerneg 3)=(6 multiply 10 power negative 2).am not getting the right answer;it should be 91.08 multiply 10 power negative 2)

To solve the equation 5t + (6 × 10^(-3)) = (6 × 10^(-2)), we need to isolate the variable "t". Here's the step-by-step explanation:

1. Start by subtracting (6 × 10^(-3)) from both sides of the equation to isolate the variable term:
5t + (6 × 10^(-3)) - (6 × 10^(-3)) = (6 × 10^(-2)) - (6 × 10^(-3))
Simplifying,
5t = (6 × 10^(-2)) - (6 × 10^(-3))

2. Now, we can subtract the terms on the right side:
5t = 6 × (10^(-2) - 10^(-3))

3. The next step is to evaluate the expression within the parentheses:
10^(-2) represents 1/10^2 or 1/100, which equals 0.01.
10^(-3) represents 1/10^3 or 1/1000, which equals 0.001.
So, 10^(-2) - 10^(-3) = 0.01 - 0.001 = 0.009.

4. Substitute the value we found back into the equation:
5t = 6 × 0.009

5. Multiply the values:
5t = 0.054

6. To solve for "t", divide both sides of the equation by 5:
t = 0.054 / 5

7. Calculate the division:
t = 0.0108

Hence, the value of "t" is 0.0108.