Edexcel AS and A Level Mathematics
Exam with Questions and Correct
Answers Latest 2026
*Chapter 1.1 - Index Laws*: What is a base? - CORRECT ANSWERS-The number having
the power applied to it
*Chapter 1.1 - Index Laws*: What is an index, power or exponent? - CORRECT
ANSWERS-The operation being applied to the base
*Chapter 1.1 - Index Laws*: What is the result when multiplying the same bases of different
powers? - CORRECT ANSWERS-You add the powers
E.g a^m x a^n = a^m+n
*Chapter 1.1 - Index Laws*: What is the result when dividing the same base of different
powers? - CORRECT ANSWERS-You subtract the powers
E.g a^m / a^n = a^m-n
*Chapter 1.1 - Index Laws*: What is the result when applying a power to a base with a
power already? - CORRECT ANSWERS-You multiply the powers
E.g (a^m)^n = a^mn
*Chapter 1.1 - Index Laws*: What is having two bases in a bracket with a power applied
also equivelent to? - CORRECT ANSWERS-The individual bases to the power on their
own
E.g (ab)^n = (a^n)*b^n)
*Chapter 1.2 - Expanding Brackets*: To find the product of two expressions, you.... -
CORRECT ANSWERS-...Multiply each term in one expression by each term in the other
expression
*Chapter 1.2 - Expanding Brackets*: How do we expand brackets? - CORRECT
ANSWERS-
*Chapter 1.3 - Factorising*: What is a product of factors? - CORRECT ANSWERS-The
multipliers used to achieve the final answer
, *Chapter 1.3 - Factorising*: What is factorising? - CORRECT ANSWERS-The opposite of
expanding brackets
*Chapter 1.3 - Factorising*: A quadratic expression has the form... - CORRECT
ANSWERS-ax^2 + bx + c
Where a, b and c are real values and a does not equal 0
*Chapter 1.3 - Factorising*: How do we factorise a quadratic expression? - CORRECT
ANSWERS-- Find two factors of ac that add up to b
- Rewrite the b term as a sum of these rwo factors
- Factorise each pair of terms
- Take out the common factor
x^2 - y^2 = (x + y)(x - y)
*Chapter 1.4 - Negative and Fractional Indices*: Indices can be.... - CORRECT
ANSWERS-negative numbers or fractions
*Chapter 1.4 - Negative and Fractional Indices*: What is the result of applying a fractional
power with numerator 1 to a base? - CORRECT ANSWERS-The denominator is the root
power
E.g a^(1/m) = m[root]a
*Chapter 1.4 - Negative and Fractional Indices*: What is the result of applying a fractional
power with numerator n to a base? - CORRECT ANSWERS-The numerator is the power
applied to the base and the denominator is the root power
E.g a^(n/m) = m[root]a^n
*Chapter 1.4 - Negative and Fractional Indices*: What is the result of applying a negative
power to a base? - CORRECT ANSWERS-The answer is the reciprocal of the base and
power (excluding the negative)
E.g a^-m
*Chapter 1.4 - Negative and Fractional Indices*: What is the result of applying a power of 0
to a base? - CORRECT ANSWERS-The answer is 1
a^0 = 1
*Chapter 1.5 - Surds*: What is a surd? - CORRECT ANSWERS-If n is an interger that is not
a square number, then any multiple of [root]n
Exam with Questions and Correct
Answers Latest 2026
*Chapter 1.1 - Index Laws*: What is a base? - CORRECT ANSWERS-The number having
the power applied to it
*Chapter 1.1 - Index Laws*: What is an index, power or exponent? - CORRECT
ANSWERS-The operation being applied to the base
*Chapter 1.1 - Index Laws*: What is the result when multiplying the same bases of different
powers? - CORRECT ANSWERS-You add the powers
E.g a^m x a^n = a^m+n
*Chapter 1.1 - Index Laws*: What is the result when dividing the same base of different
powers? - CORRECT ANSWERS-You subtract the powers
E.g a^m / a^n = a^m-n
*Chapter 1.1 - Index Laws*: What is the result when applying a power to a base with a
power already? - CORRECT ANSWERS-You multiply the powers
E.g (a^m)^n = a^mn
*Chapter 1.1 - Index Laws*: What is having two bases in a bracket with a power applied
also equivelent to? - CORRECT ANSWERS-The individual bases to the power on their
own
E.g (ab)^n = (a^n)*b^n)
*Chapter 1.2 - Expanding Brackets*: To find the product of two expressions, you.... -
CORRECT ANSWERS-...Multiply each term in one expression by each term in the other
expression
*Chapter 1.2 - Expanding Brackets*: How do we expand brackets? - CORRECT
ANSWERS-
*Chapter 1.3 - Factorising*: What is a product of factors? - CORRECT ANSWERS-The
multipliers used to achieve the final answer
, *Chapter 1.3 - Factorising*: What is factorising? - CORRECT ANSWERS-The opposite of
expanding brackets
*Chapter 1.3 - Factorising*: A quadratic expression has the form... - CORRECT
ANSWERS-ax^2 + bx + c
Where a, b and c are real values and a does not equal 0
*Chapter 1.3 - Factorising*: How do we factorise a quadratic expression? - CORRECT
ANSWERS-- Find two factors of ac that add up to b
- Rewrite the b term as a sum of these rwo factors
- Factorise each pair of terms
- Take out the common factor
x^2 - y^2 = (x + y)(x - y)
*Chapter 1.4 - Negative and Fractional Indices*: Indices can be.... - CORRECT
ANSWERS-negative numbers or fractions
*Chapter 1.4 - Negative and Fractional Indices*: What is the result of applying a fractional
power with numerator 1 to a base? - CORRECT ANSWERS-The denominator is the root
power
E.g a^(1/m) = m[root]a
*Chapter 1.4 - Negative and Fractional Indices*: What is the result of applying a fractional
power with numerator n to a base? - CORRECT ANSWERS-The numerator is the power
applied to the base and the denominator is the root power
E.g a^(n/m) = m[root]a^n
*Chapter 1.4 - Negative and Fractional Indices*: What is the result of applying a negative
power to a base? - CORRECT ANSWERS-The answer is the reciprocal of the base and
power (excluding the negative)
E.g a^-m
*Chapter 1.4 - Negative and Fractional Indices*: What is the result of applying a power of 0
to a base? - CORRECT ANSWERS-The answer is 1
a^0 = 1
*Chapter 1.5 - Surds*: What is a surd? - CORRECT ANSWERS-If n is an interger that is not
a square number, then any multiple of [root]n
