ECAT Pre General Science MCQ Test With Answer for Mathematics Chapter 7

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An open sentences formed by using the sign of equality '=' is called ______

• An identity A
• An equation B
• A polynomial C
• None of these D

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A relation in which the equality is true only for some values of the known is called ______

• An identity A
• An equation B
• A polynomial C
• None of these D

An improper rational fraction can be reduced by division to a

• Proper fraction A
• Polynomial B
• mixed form C

• Improper rational fraction A
• Rational fraction B
• Proper rational fraction C
• None of above D

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There are ______ types of rational fraction

• Three A
• Four B
• Five C
• Two D

A fraction in which the degree of the numerator is less the degree of the denominator is called

• Polynomial A
• Proper fraction B
• Rational fraction C
• None D

Which is the proper rational function

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A fraction in which the degree of the numerator is greater than or equal to the degree of the denominator is called

• A proper fraction A
• An improper fraction B
• An equation C
• An identity D

• Rational fraction A
• Proper fraction B
• Improper rational fraction C
• None of these D

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An equation which holds good for all values of variables is called

• Equation A
• Conditional equation B
• Constant C
• None D

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• An expression A
• Rational fraction B
• Equation C
• Identity D

How many types of an equation

• 1 A
• 3 B
• 2 C
• None D

x²+ x - 6 = 0 is a conditional equation and it is true for

• 2, 3 A
• 2, -3 B
• -2, -3 C
• -2, 3 D

• A = x, B = 1 A
• A = 0, B = 2 B
• A = -1, B = 1 C
• A = x-1, B = x + 1 D

A fraction in which the degree of the numerator is less than the degree of the denominator is called

• Polynomial A
• Equation B
• Proper fraction C
• Improper fraction D

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To express a single rational fraction as a sum of two or more single rational fractions which are called

• improper fractions A
• Partial fractions B
• mixed form C
• Polynomials D

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(x + 2)²= x²+ 4x + 4 is

• A linear equation A
• A cubic equation B
• A quadratic equation C
• None D