The formula this page uses
Type expressions the way a computer parses them: x^2 for x², sqrt(x) for √x, ln(x) for natural log, pi for π
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Type expressions the way a computer parses them: x^2 for x², sqrt(x) for √x, ln(x) for natural log, pi for π
The question
No. It works the same problem so you can compare your steps and your final expression against a full solution. Nothing here touches your assignment or your account.
Usually the syntax, not the maths. 1/2x, e^2x and sqrt x + 1 all evaluate to something other than what you intended, and the grader sees only what was typed.
Give the exact form unless the question asks for decimals or specifies places. ln(7)/2 is always accepted where 0.973 might not be, because exact answers cannot drift outside a tolerance.
Round only once, at the very end, and keep at least two more digits than the question asks for while you work. Intermediate rounding is the single most common cause of an answer landing just outside the accepted range.