Question

convert the temperature to either fahrenheit or celsius and write it in the screen below. formulas: f = (c x 1.8) + 32, c = (f - 32) ÷ 1.8

Explanation:

Step1: First conversion

Given $C = 37.5^{\circ}C$. Use the formula $F=(C\times1.8)+32$. Substitute $C = 37.5$ into the formula: $F=(37.5\times1.8)+32$. First, calculate $37.5\times1.8 = 67.5$. Then, $67.5+32=99.5^{\circ}F$.

Step2: Second conversion

Given $F = 97.4^{\circ}F$. Use the formula $C=(F - 32)\div1.8$. Substitute $F = 97.4$ into the formula: $C=(97.4 - 32)\div1.8$. First, calculate $97.4−32 = 65.4$. Then, $65.4\div1.8 = 36.33^{\circ}C$ (rounded to two - decimal places).

Step3: Third conversion

Given $C = 37.8^{\circ}C$. Use the formula $F=(C\times1.8)+32$. Substitute $C = 37.8$ into the formula: $F=(37.8\times1.8)+32$. First, calculate $37.8\times1.8=68.04$. Then, $68.04 + 32=100.04^{\circ}F$.

Step4: Fourth conversion

Given $F = 98.9^{\circ}F$. Use the formula $C=(F - 32)\div1.8$. Substitute $F = 98.9$ into the formula: $C=(98.9 - 32)\div1.8$. First, calculate $98.9−32 = 66.9$. Then, $66.9\div1.8 = 37.17^{\circ}C$ (rounded to two - decimal places).

Answer:

$99.5^{\circ}F,36.33^{\circ}C,100.04^{\circ}F,37.17^{\circ}C$