Finding the Unknown Class 7 Fill in the blanks
hardFinding the Unknown Class 7 Fill in the blanks
Finding the Unknown Class 7 Fill in the blanks
Question 1.
Sum of two numbers is 81. One is twice the other.
(a) If smaller number is x, the other number is ________.
(b) The equation formed is ______.
(c) The solution of the equation is _________.
(d) The numbers are _______ and ________.
Solution:
(a) 81 - x or 2x, (b) 2x = 81 - x, (c) x = 27, (d) 54, 27
Question 2.
_______ is the solution of the equation 3x - 2 = 7.
Solution:
x = 3
Question 3.
______ is the solution of 3x + 10 = 7.
Solution:
x = -1
Question 4.
In integers, 4x - 1 = 8 has ________ solution.
Solution:
No
Question 5.
x + 7 = 10 has the solution _______.
Solution:
x = 3
Question 6.
x - 0 = _______ ; when 3x = 12.
Solution:
4
Question 7.
If 84 exceeds another number by 12, then the other number is ________.
Solution:
72
Question 8.
If x - [latex]\frac {7}{8}[/latex] = [latex]\frac {7}{8}[/latex], then x = __________.
Solution:
[latex]\frac {7}{4}[/latex]
Finding the Unknown Class 7 True or False
Question 1.
5 is the solution of the equation 3x + 2 = 17.
Solution:
True
Question 2.
[latex]\frac {9}{5}[/latex] is the solution of the equation 4x - 1 = 8.
Solution:
False
Question 3.
4x - 5 = 7 does not have an integer as its solution.
Solution:
False
Question 4.
[latex]\frac {3}{2}[/latex] is the solution of the equation 8x - 5 = 7.
Solution:
True
Question 5.
If 4x - 7 = 11, then x = 4.
Solution:
False
Finding the Unknown Class 7 Match the Following
Match the Column I with Column II.
| Column I | Column II |
| (a) x + 5 = 9 | (i) -[latex]\frac {5}{3}[/latex] |
| (b) x - 7 = 4 | (ii) [latex]\frac {5}{3}[/latex] |
| (c) [latex]\frac {x}{12}[/latex] = -5 | (iii) 4 |
| (d) 5x = 30 | (iv) 6 |
| (e) The value of y which satisfies 3y = 5 | (v) 11 |
| (f) If p = 2, then the value of [latex]\frac {1}{3}[/latex] (1 - 3p) | (vi) -60 |
Solution:
| Column I | Column II |
| (a) x + 5 = 9 | (iii) 4 |
| (b) x - 7 = 4 | (v) 11 |
| (c) [latex]\frac {x}{12}[/latex] = -5 | (vi) -60 |
| (d) 5x = 30 | (iv) 6 |
| (e) The value of y which satisfies 3y = 5 | (ii) [latex]\frac {5}{3}[/latex] |
| (f) If p = 2, then the value of [latex]\frac {1}{3}[/latex] (1 - 3p) | (i) -[latex]\frac {5}{3}[/latex] |