# Khan/khan-exercises

dded the word"degrees" to the solution box. Properly indented code and

```made sentences gramatically correct. Chenged file name to
converting_temperatures.html```
1 parent f01701e commit d4cf84cfff4d055e21f2a0fce06e4f32b32c23ea kushmaheshwari committed Feb 27, 2013
69 ...ses/converting_fahrenheit_to_celsius.html → exercises/converting_temperatures.html
 @@ -2,43 +2,44 @@ - Converting Temperatures (Fahrenheit vs Celsius) + Converting Temperatures
-
+
+ randRange(-100, 100) +
+
- randRange(-10, 10) - randRange(-100, 100) A-32 abs(B*5) -
- - -

- Convert A° Fahrenheit to Celsius. Round to the nearest tenth degree. -

- -
roundTo(1, (A-32)*(5/9))
+
+

Convert A° from Fahrenheit to Celsius. Round to the nearest tenth degree:

+
+

+ roundTo(1,(A-32)*(5/9)) + degrees +

+

-
The formula to convert fahrenheit to celsius is
- \blue{C} = fraction( 5, 9 )(\green{F} - 32) -

+
The formula to convert from Fahrenheit to Celsius is:
+ \blue{C} = fraction( 5, 9 )(\green{F} - 32) +

-
To find the celsius value, insert the fahrenheit value for the variable \green{F}
+
To find the Celsius value, insert the Fahrenheit value for the variable \green{F}.
\blue{C} = fraction( 5, 9 ) (\green{(A)} - 32)

-
Solve the inside of the parentheses
+
Solve the inside of the parentheses:
\blue{C} = fraction(5, 9) (A-32)

-
Solve the equation
+
Solve the equation:
\blue{C} = fraction(B * 5, 9)

@@ -57,40 +58,40 @@

- randRange(-100, 100) A*9 160+(A*9) -
- - +

- Convert A° Celsius to Fahrenheit. Round to the nearest tenth degree. - + Convert A° from Celsius to Fahrenheit. Round to the nearest tenth degree:

- -
roundTo(1, (9/5*A)+32)
+
+

+ roundTo(1, (9/5*A)+32) + degrees +

+

-
The formula to convert celsius to fahrenheit is
- \green{F} = fraction( 9, 5 )(\blue{C}) + 32 -

+
The formula to convert from Celsius to Fahrenheit is:
+ \green{F} = fraction( 9, 5 )(\blue{C}) + 32 +

-
To find the fahrenheit value, insert the celsius value for the variable \blue{C}
+
To find the Fahrenheit value, insert the Celsius value for the variable \blue{C}.
\green{F} = fraction( 9, 5 ) (\blue{(A)}) + 32

-
Multiply
+
Multiply:
\green{F} = fraction(B, 5) + 32

-
+
\green{F} = fraction(C, 5) \green{F} = 0 + 32

-
Simplify
+
Simplify:
\green{F} = roundTo(1, (9/5*A)+32)° @@ -102,8 +103,6 @@ \green{F} = mixedFractionFromImproper(C, 5,'defraction', 'reduce')°
OR

\green{F} = roundTo(1, (9/5*A)+32)°
- -