Fill in the spaces to solve each step of the problem i(z +3) =5. (2 points)

Question

Step 1:(_ )1/4(x +3) =5(_ ).

Step x+3=[ |.

Step 3: Subtract[ | from both sides.
step 4: x = {}
Step 4:2 =[ |

Answer 1

To solve the given equation $i(z+3)=5$, let's fill in the blanks for each step.

Step 1: $(i)(z+3)=5\Rightarrow (i)=1/4$.

Step 2: $z+3=\frac{5}{i}$.

Step 3: Subtract $[3]$ from both sides.

Step 4: $z=\frac{5}{i}-3$.

Step 5: $\frac{2}{i}=|$.

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This interpretation assumes that the problem was to solve for $z$ in the equation provided. Note that steps may vary based on your definitions, especially whether $i$ indicates the imaginary unit. You can further simplify the problem if needed using specific values for $i$.