MATH 240 EXAM SCRIPT 2026 PRACTICE SOLUTION FULL QUESTIONS AND
CORRECT ANSWERS GRADED A+, Exams of Mathematics
Surface Area of a Right Prism - ANSWERSA= 2A +Ph
- P: perimeter of the base
- h: height of the prism
Surface Area of Circular Cylinder - ANSWERSA = 2A +Ch
-A: area of circle (πr^2)
-C: circumference (πd)
-h: height
Surface Area of Right Regular Pyramid - ANSWERSA= A + 1/2Pl
-P: perimeter of base
-l: slant height
Surface Area of Circular Cone - ANSWERSA= A + 1/2Cl
-A: πr^2
-C: πd
-l: slant height
, Surface Area of Sphere - ANSWERSA= 4πr^2
Volume of Prism - ANSWERV = Ah
Volume of Cylinder - ANSWERV= (πr^2)h
Volume of Pyramid - ANSWERV= (1/3)Ah
Volume of Cone - ANSWERV= (1/3)(πr^2)h
Volume of Sphere - ANSWERV= (4/3)πr^2
Celsius to Fahrenheit - ANSWERC= F-32/1.8
Fahrenheit to Celsius - ANSWERF= 1.8C + 32
Area of Trapezoid - ANSWER1/2(b1+b2)(h)
Angle - ANSWERunion of two line segments with a common endpoint or the
union of two rays with a common endpoint
Heptagon - ANSWERregular polygon with seven sides
Concurrent lines - ANSWERthree or more lines that contain the same point
CORRECT ANSWERS GRADED A+, Exams of Mathematics
Surface Area of a Right Prism - ANSWERSA= 2A +Ph
- P: perimeter of the base
- h: height of the prism
Surface Area of Circular Cylinder - ANSWERSA = 2A +Ch
-A: area of circle (πr^2)
-C: circumference (πd)
-h: height
Surface Area of Right Regular Pyramid - ANSWERSA= A + 1/2Pl
-P: perimeter of base
-l: slant height
Surface Area of Circular Cone - ANSWERSA= A + 1/2Cl
-A: πr^2
-C: πd
-l: slant height
, Surface Area of Sphere - ANSWERSA= 4πr^2
Volume of Prism - ANSWERV = Ah
Volume of Cylinder - ANSWERV= (πr^2)h
Volume of Pyramid - ANSWERV= (1/3)Ah
Volume of Cone - ANSWERV= (1/3)(πr^2)h
Volume of Sphere - ANSWERV= (4/3)πr^2
Celsius to Fahrenheit - ANSWERC= F-32/1.8
Fahrenheit to Celsius - ANSWERF= 1.8C + 32
Area of Trapezoid - ANSWER1/2(b1+b2)(h)
Angle - ANSWERunion of two line segments with a common endpoint or the
union of two rays with a common endpoint
Heptagon - ANSWERregular polygon with seven sides
Concurrent lines - ANSWERthree or more lines that contain the same point