Education

Class 10 Mathematics Unit 5 Algebraic Functions Test 2 | Punjab Boards Paper Pattern 2027

Class 10 chapter 5 Test 2 New Paper pattern 2027

Prepare for Class 10 Mathematics Unit 5: Algebraic Functions
with this complete Unit Wise Class Test 2 based on the
Punjab Boards paper pattern. This test includes objective-type MCQs and
subjective questions covering exponential equations, reciprocal equations,
reduced quadratic equations, algebraic equations and word problems. It is
useful for Class 10 Mathematics preparation, Unit 5 test practice,
Punjab Board 2027 paper pattern
and school-level examination
preparation.

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Unit Wise Class Test
T-2
Unit 5: Algebraic Functions
Time: 5 minutes
(Objective Type)
Total Marks: 5
1. Tick the correct answer. (1 × 5 = 5)
(i) The equation 5x4 − 19x2 + 12 = 0 in reduced quadratic form is:
(a) 5t2 − 5t − 7 = 0
(b) t2 − t + 1 = 0
(c) 5t2 − 19t + 12 = 0
(d) None of these
(ii) Lowest form of 15xyz z2 + z is:
(a) 15xy z2 + z
(b) 15xyz z + 1
(c) 15xy z + 1
(d) None of these
(iii) Arshia and Ibrahim complete a job together in 4 hours. If job rate of Arshia is x and of Ibrahim is y, then mathematical equation in this scenario is:
(a) x + y = 4
(b) x + y = 1 4
(c) x + y = 1
(d) None of these
(iv) To reduce the equation x4 − 16x2 + 63 = 0 into a quadratic equation, we need to suppose that:
(a) t = x − 4
(b) t = x2 − 4
(c) t = √x
(d) t = x2
(v) Solution of the equation x + 1 x = 2 is x =
(a) −1
(b) 0
(c) 1
(d) Both (a) and (b)
Unit Wise Class Test
T-2
Unit 5: Algebraic Functions
Time: 35 minutes
(Subjective Type)
Total Marks: 20
2. Write short answers to the following questions: (6 × 2 = 12)
(i) Define Exponential Equation with example.
(ii) Solve:
4x − 3 · 2x + 3 + 128 = 0
(iii) Solve the following equations:
3x + 33 − x − 12 = 0
(iv) Solve:
(x + 1)(x + 2)(x − 5)(x − 6) = 144
(v) Define Reciprocal Equation with example.
(vi) Solve the following equations:
5x4 − 19x2 + 12 = 0
Note: Answer the following Questions. (4 + 4 = 8)
3. Solve:
3 ( x2 + 1 x2 ) + 4 ( x + 1 x ) − 14 = 0
4. A cyclist travels 30 km at a certain speed. If the speed had been 5 km/h faster, the journey would have taken 1 hour less. Find the speed.

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