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Express the oven temperature of [tex]$160^{\circ} C$[/tex] in [tex]$^{\circ} F$[/tex].

Use the formula: [tex]$^{\circ} C =\left({ }^{\circ} F - 32\right) \div 1.8$[/tex]

Answer :

We start with the equation relating Celsius to Fahrenheit:
$$
T_C = \frac{T_F - 320}{1.8}
$$
Given that the Celsius temperature is $160^\circ C$, we substitute:
$$
160 = \frac{T_F - 320}{1.8}.
$$

**Step 1: Multiply both sides by 1.8**

Multiplying both sides of the equation by $1.8$, we eliminate the fraction:
$$
160 \times 1.8 = T_F - 320.
$$
Calculating the multiplication:
$$
160 \times 1.8 = 288.
$$
So now we have:
$$
288 = T_F - 320.
$$

**Step 2: Solve for $T_F$**

To isolate $T_F$, add $320$ to both sides:
$$
288 + 320 = T_F.
$$
Adding the numbers:
$$
288 + 320 = 608.
$$

Therefore, the oven temperature in Fahrenheit is:
$$
T_F = 608^\circ F.
$$

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