Page 54 - Maths Skills - 7
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52                                                                                                  Maths



                                              ASSESSMENT TIME




         COMPETENCY BASED QUESTIONS                            C. Write ‘T’ for true and ‘F’ for false statements

        A. Multiple-Choice Questions                               1.  In an equation the two expressions on either side
           1.  12 less than 10 times x is written as:                 of equal sign have same value.
                (i)  12 – 10x       (ii)  10x – 12                 2.  In 5x – 3 = 27, if we add 30 to both sides, equation
               (iii)  12 < 10 + x   (iv)  10x +12                     remains same.

           2.  A boy had 2x rupees. He spent 85 paise. How         3.  The highest power of a variable  in a linear
               many rupees were left with him?                        equation is 3.

                (i)   ` (2x – 85)   (ii)  ` (200x – 85)            4.  The value  of a variable  which satisfies  an
                                                                      equation is called its value.
                            85             2x − 85 
               (iii)  `   2x −     (iv)   `      
                           100             100                 5.  3x + 5 is a linear equation.

           3.  Correct solution of 7 + p = 15:
                                                                         D. Case Study Based Questions
                (i)  p = 6          (ii)  p = 8                  Multiple games can be played online. In these types
               (iii)  p = – 8      (iv)  p = 9                   of  games,  players  can  compete  with  players  from

           4.  The sum of m, 2m and 5m is – 32. The value        any part of the world. According to the rules of these
               of m is:                                          games, 200 points are awarded for every win and 20
                                                                 points are deducted for every loss.
                (i)  4              (ii)  6                      Answer the following questions on the basis of the
               (iii)  – 4          (iv)  0                       above data.

           5.  n divided by 4 equals 6. So, n = _________.       1.  Ram participated in these games. He won two
                                                                     more matches than the number of matches he
                (i)  14             (ii)  24                         lost. He scored 1120 points. How many matches
               (iii)  10           (iv)  2                           did he play?

                                                                 2.  Reshu played 16 matches in these games. The
        B. Fill in the Blanks
                                                                     number of matches won was equal to the number
           1.  If 10x + 8 = 38, then x = _____________.              of matches lost by her. How many points did she
                                                                     score?
           2.  An equation can have _____________ than one
               variables.                                             E. Assertion-Reason Based Questions
           3.  In  an  equation  there  always  exists  an       Directions  for  Questions  1  to  3:  In each of the
               _____________ sign.                               questions given  below, there  are  two statements
                                                                 marked as Assertion (A) and Reason (R). Mark your
           4.  An  _____________ remains  the  same,  even       answer as per the codes provided below:
               if  the  expressions  on  its  LHS and  RHS are     (a)  Both  A and R are  true and R is the correct
               interchanged.                                         explanation of A.
           5.  _____________ a number means; changing the        (b)  Both A and R are true but R is not the correct
               side of the number in the equation.                   explanation of A.
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