Math, asked by mohithatutike1999, 11 months ago

How many 1‘s are present from 149 to 389?
a. 92 b. 93 c. 94 d. 95

Answers

Answered by rudrakshgupta
0

Answer:

95

Step-by-step explanation:

the answer is 95 hjklgfghjgfghkjhddghj!

Answered by franktheruler
0

Answer:

According to the question 95 is the correct option.

Step-by-step explanation:

step 1:

Total number of 1's between 149- 159 is 12 [ because it starts from 149 not from 150 ]

Total number of 1's between 160- 169 is 11

so, following the above pattern Total number of 1's between 149- 199 is  

[ 12+( 11* 4) ] = 56

step 2:

Total number of 1's between 200- 210 is 2

Total number of 1's between 211- 220 is 10

* Total number of 1's between 221- 230 is 1 * [ by following this pattern you have to calculate 231-240,   241-250........ 291-300 ]

so total number of 1's between 200- 300 = 2+ 10 +( 1 * 8 )= 20

step 3:

Total number of 1's between 301- 310 is 2

Total number of 1's between 311- 320 is 10

Total number of 1's between 321- 330 is 1 [ by following this pattern you have to calculate 331-340,   341-350........ 371-380 ]

Total number of 1's between 381- 381 is 1

so total number of 1's between 200- 300 = 2+ 10 +( 1 * 6 ) + 1 = 19

step 4:

total number of 1's between 149 - 389 = 56 +20 +19 = 95

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