To solve mathematical questions similar to '93 Divided by What Equals 42?', it's crucial to understand how variables are used in equations and how equations can be adjusted to find the unknown value. In a problem like this, the 'what' refers to a variable – 'x' in this case. The question can be thus presented as, 'what number, x, can we divide 93 by to achieve the result 42?'
To answer that, we need to follow these steps:
1. Present the question as an equation: \( \frac{93}{x} = 42 \)
2. Multiply both sides by \( x \) to isolate 93: \( 93 = 42*x \)
3. Isolate \( x \) on the right side of the equation by dividing both sides by 42: \( \frac{93}{42} = x \)
After simplifying, we get the answer: \( x = 2.214 \).
To get more practice, consider going through more such problems like 'What divided by 91 equals 44?', '53 divided by what equals 18?', 'What is 4/13 divided by 72?', 'What is 17/16 divided by 18/6?', 'What is 98 divided by 9/20?' and so on.