Mathematics Part i Solutions Solutions for Class 7 Math Chapter 7 Shorthand Math are provided here with simple step-by-step explanations. These solutions for Shorthand Math are extremely popular among class 7 students for Math Shorthand Math Solutions come handy for quickly completing your homework and preparing for exams. All questions and answers from the Mathematics Part i Solutions Book of class 7 Math Chapter 7 are provided here for you for free. You will also love the ad-free experience on Meritnation’s Mathematics Part i Solutions Solutions. All Mathematics Part i Solutions Solutions for class 7 Math are prepared by experts and are 100% accurate.

Page No 81:

Question 1:

Can you do these sums in your head?

(i) 38 + 63 + 37

(ii)

(iii) 375 + 1.75 + 3.25

(iv) 85 + 96 + 15

(v)

 

Answer:

(i) 38 + 63 + 37

= 38 + (63 + 37)

= 38 + 100

= 138

(ii)

(iii) 375 + 1.75 + 3.25

= 375 + (1.75 + 3.25)

= 375 + 5

= 380
 

(iv) 85 + 96 + 15

= 85 + 15 + 96 (Using x + y = y + x)

= (85 + 15) + 96

= 100 + 96

= 96

(v)



Page No 82:

Question 1:

Can you do these in your head?

(i) (135 − 73) − 27

(ii)

(iii) (298 − 4.5) − 3.5

 

Answer:

(i) (135 − 73) − 27

= 135 − (73 + 27) {Using (xy) − z = x − (y + z)}

= 135 − 100

= 35

(ii)

(iii) (298 − 4.5) − 3.5

= 298 − (4.5 + 3.5) {Using (xy) − z = x − (y + z)}

= 298 − 8

= 290



Page No 83:

Question 1:

Some problems to do in head.

(i) (130 − 47) + 17

(ii)

(iii) (298 − 4.75) + 3.75

 

Answer:

(i) (130 − 47) + 17

= 130 − (47 17) {Using (xy) + z = x − (y z)}

= 130 − 30

= 100

(ii)

(iii) (298 − 4.75) + 3.75

= 298 − (4.75 3.75) {Using (xy) + z = x − (y z)}

= 298 − 1

= 297



Page No 87:

Question 1:

Mental math

(i) (83 × 12) + (17 × 12)

(ii)

(iii) (3.7 × 19) + (6.3 × 19)

(iv) (137 × 13) − (37 × 13)

(v)

 

Answer:

(i) (83 × 12) + (17 × 12)

= (83 + 17) × 12 {Using xz + yz = (x + y) z}

= 100 × 12

= 1200

(ii)

(iii) (3.7 × 19) + (6.3 × 19)

= (3.7 + 6.3) × 19 {Using xz + yz = (x + y) z}

= 10 × 19

= 190

(iv) (137 × 13) (37 × 13)

= (137 37) × 13 {Using xz yz = (x y) z}

= 100 × 13

= 1300

(iv)



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