MAT 111 TEST 2 REVIEW (CH. 3) 1. Solve the linear equation and simplify your answer. Write your solution as a simplified fraction or decimal rounded to two places. 4π§ + 29 β 2π§ = 25 2. Consider the following inequality: 2π§ β 2 ³ 1 Step 1. Solve the linear inequality above for the given variable. Simplify your solution and use algebraic notation. Step 2. Graph the solution to the given inequality. 3. A student missed 5 problems on a Biology test and received a grade of 44%. If all the problems were of equal value, how many problems were on the test? Round off your answer to the nearest integer. 4. Solve the following formula for the indicated variable. πΆ = 2 ä π; solve for π 5. Solve the linear equation using equivalent equations to isolate the variable. 5π₯ = β5.4 6. Solve the linear equation and simplify your answer. 0.1(π β 16) = 0.4(π β 1) 7. Consider the following inequality: β3π₯ β 3 ³ β 21 Step 1. Solve the linear inequality above for the given variable. Simplify your solution and use algebraic notation. Step 2. Graph the solution to the given inequality. 8. Solve the following formula for the indicated variable. β5π₯ β 3π¦ = 13; solve for . 9. You know the perimeter of a square to be 14 meters. Find the length of one side. Step 1. First, choose the correct formula: A) πΆ = 2 ä π E) π = 4π B) π = π + π + π F) π = 2πΏ + 2π C) πΌ = πππ‘ G) π΄ = 1 β( π + π ) D) π΄ = πβ H) πΆ = 5 ( πΉ β 32 ) 2 9 Step 2. Without substitution, solve the formula for the unknown variable in terms of the known variables. Step 3. Finally, solve the problem for the unknown value of the variable by substituting appropriate values of the known variables in the formula. (Round your answer to 2 decimal places.) 10. Solve the linear equation using equivalent equations to isolate the variable. 7 2 = π¦ β 3 3 11. Solve the linear equation and simplify your answer. β5π₯ β 13 = β8π₯ β 1 12. Find the unknown quantity in the given percent problem. 22% of 38 is ? 13. Solve the linear equation and simplify your answer. Write your solution as a simplified fraction or decimal rounded to two places. 1 7 11 π + = 9 6 6 14. Solve the following formula for the indicated variable. 5 πΆ = ( πΉ β 32 ); solve for πΉ 9
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