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Sat math practice questions
Sat math practice questions






sat math practice questions

That means the answer is (B) by process of elimination. If you ballpark (C) and (D), putting 10 or 15 in the function will give you a number bigger than 100, and you're looking for 76, so (C) and (D) are too big. You can tell that f (4) will be between 22 and 54, so you can cross out (A). If f(x) = 2x 2 + 4 for all real numbers x, which of the following is equal to f(3) + f(5) ? That matches the information in the question, so (B) is correct. The sales for the regular gasoline would be 475($2.39) = $1,135.25.

sat math practice questions

A total of 550 gallons were sold, so the station would have sold 550 - 75 = 475 gallons of regular gasoline. If 75 gallons of premium were sold, the station would make 75($2.79) = $209.25 for those sales. Label them as gallons of premium and start with the value in (B). When asked for a specific value, try Plugging In the Answers. If the gas station sold a total of 550 gallons of both types of gasoline in one day for a total of $1,344.50, how many gallons of premium gasoline were sold? A gas station sells regular gasoline for $2.39 per gallon and premium gasoline for $2.79 per gallon.

sat math practice questions

You can use a calculator for questions 1–2. Private Tutoring with Pass Assurance NEW.Then we can substitute 1/2 for a, which gives us -10 + 6(1/2) = -10 + 3 = -7. We know that there is a bx on the right, so in order for the two expressions in our problem to be equal, the following must be true:ĭividing out the x on both sides gives us the following: To get b, we can take the terms with x on the left and put them together: Then add 1 and divide by 2 on both sides: We can then solve for a by dividing out the x^2 on both sides: We know that there is no x^2 on the right, so in order for the two expressions in our problem to be equal, the following must be true: Then we can take the terms with x^2 on the left and put them together: We want to get rid of the parentheses so that we can see all of the coefficients. We can therefore start by setting them equal: In this question type, we are told that an expression is equal to another expression. Add 6a to both sides and then divide by 6 on both sides to get a:Ī = 9/6 = 3/2 Question 2: Multiple choice, calculator not permitted We are left with a two-step equation to solve. Moving the a2 over to the left and simplifying gives us the following: From there, we solve for a first by FOILing the left side:īecause it is a quadratic equation, we need to move everything to one side to solve. We then can set (a – 3)^2 equal to a^2 because they both represent the same value, g(a). We get that alternative value for g(a) by plugging a into the equation for function g, g(x). In order to get the value of a, we need an alternative value for g(a) so that we then have a system of equations. By contrast, a represents a specific input that was put into the equation, giving us the output g(a) = a^2. First realize that g(x) is the output and x is the input for the function g.








Sat math practice questions