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Solution to Question 9: For a value of the variable x to be in the domain of function Maths Vector Questions And Solutions 8th g given above, two conditions must be satisfied: The expression under the square root must not be negative - x 2 + 9 ? 0 and the denominator of 1 / (x - 1) must not be Maths Vector Questions And Solutions Theory zero x not equal to 1 or in interval form (-?, 1).� Solution to Question x 2 is either negative or equal to zero as x takes real values, hence -x 2 <= 0 Add to both sides of the above inequality to obtain -x 2 - 10 <= The expression on the left side is equal to f(x), hence f(x) <= The above inequality. gives the range of f as the interval (-?, ]. In math questions answers each questions are solved with explanation. The questions are based from different topics. Care has been taken to solve the questions in such a way that students.� The questions are based from different topics. Care has been taken to solve the questions in such a way that students can understand each and every step. 1. Which is greater than 4? (a) 5. Use math language carefully. The language used in mathematics is for the most part very precise. "Solve" is not the same as "find the value of". "Solve" suggests we need to find the value of a variable (often x, for example "Solve x + 7 = 10"), while. "Find the value of" means we need to perform some calculations to arrive at a final value of an expression (e.g. find the area of the circle with radius 3 cm"). The following search will not end well, because it is not precisely expressed: Solve y=7x-2x.

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