Class 6 Algebra CBSE Questions & Answers
Class 6 · Algebra
This is Mathematics Class 6 Algebra CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
Give expression for p multiplied by 15.
- Ap + 15
- B\(\frac{p}{{15}}\)
- Cp – 15
- D15pCorrect
2
Which out of the following are expressions with numbers only?
- A5 (21 – 7) + 7 \( \times \) 2Correct
- By + 3
- C5 – 5n
- D(7 \( \times \) 20) – 8z
3
Take Meena’s present age to be y years, what was her age 3 years back?
- Ay + 3
- BNone of these
- C3y
- Dy – 3Correct
4
State which of the following are equations (with a variable).
- At + 4 < 5
- B2x – 3 > 5
- C2n + 1 = 11Correct
- Dm – 3 > 7
5
The __________ can take different values.
- ANone of these
- Bfixed
- Cconstant
- DvariableCorrect
6
The value of the variable in an equation which satisfies the equation is called a _______ to the equation.
- Afixed
- BsolutionCorrect
- Cvalue
- Dexpression
7
An equation has ________ sides, LHS and RHS, between them is the equal (=) sign.
- ANone of these
- B2Correct
- C4
- D3
8
The LHS of an equation is equal to its RHS only for a _________ of the variable in the equation.
- ANone of these
- Bfixed valueCorrect
- Csame
- Ddifferent value
9
Pick out the solution from the values given in the bracket next to each equation. p – 5 = 5 (0, 10, 5 – 5)
- A0
- B-5
- C10Correct
- D5
10
x + y + z is
- Aan equation
- Ban expressionCorrect
- Ca constant
- Da variable
11
The value of p – q + pq for p= –1, q = –2 is
- A4
- B-1
- C2
- D3Correct
12
x = 5 satisfies the equation
- ANone of these
- Bx – 3 = 2Correct
- Cx + 3 = 7
- Dx – 3 = 7
13
Number of variables used in the expression \({{\text{x}}^{\text{2}}}\)+1 is
- A2
- B4
- C3
- D1Correct
14
Equation for the statement “2 multiplies by p and then subtracted from 5 is 10” is
- A2p – 5 = 10
- B5 – 2p = 10Correct
- C2 + p – 5 = 10
- D2 (5 + p) = 10
15
Age of Avneet is ‘y’ years. Avishi is four years younger than Avneet. Therefore Avishi’s age is
- A4y
- By – 4
- Cy + 4Correct
- D4 – y