Question

A=26, HIS=91. Find HER=?

a. 58 b. 98 c. 118 d. None​

Answer 1

Answer:

here is your ans

Step-by-step explanation:

2366

LHS=RHS

Hence proved

Answer 2

d. None is the correct option for the given problem.

Given:

Two numbers are given: 26 and 91
To find: HCF
Solution:

• HCF is preeminent supporter average number that divides all the likely numbers accurately.
• Therefore, HCF is as known or named at another time or place Greatest Common Divisor, as known or named at another time or place GCD.
• For example, If we take 13 and 91, before HCF will be 7 as 7 is the best coarse determinant that will separate two together 13 and 91 outside leaving any residue.HCF maybe judged for two or in addition to two numbers.
• It is preeminent supporter divisor for some two or having to do with money, that can evenly or entirely separate the likely numbers.
• For Example: The Highest ordinary determinant of 60 and 75 is 15 cause 15 is the best number that can separate two together 60 and 75 particularly.
  
  Prime factor of 26=
  $13*2$
  Prime factor of 91 =
  $13*2*7$
  
  So we get HCF as 13. There are none options given.

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