Ques. For the following Cryptarithmetic find the answers to the below questions?

J E B B ---- J E J E A -------- B A D E Assume that E = 4

cheap tadalafil 20mg 1. |
is it safe to buy viagra online yahoo answers Value of 5B? |
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(a) 15 | (b) 10 | (c) 5 |

2. |
Value of B + A? |
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(a) 7 | (b) 5 | (c) 1 | (d) 8 |

3. |
Value of D ? |
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(a) 4 | (b) 3 | (c) 7 | (d) 8 |

Clearly, from second row where x is written in common multiplication that value is not considered so ideally here we will hav the value A = 0.

It is very obvious that the value of B is 1 For e.g.

Since, for Row 3 JE x B give JE itself thus B=1. J E 1 1 —– -> J** E (Row 3)** J E 0 <-———-

B A D E

J E 1 1 ---- J E J E 0 -------- 1 0 D E

Now in the hundred's place, J + value = 10. Also, J is non zero since A = 0. Thus J should be 9. When you add something to the single digit number that results in 10. So J = 9. Now, problem looks like-

9 E 1 1 ---- 9 E 9 E 0 -------- 1 0 D E

Unfortunately we can't predict the values of values of E and D, but we can obviously deduce that , that E and D are consecutive and D = 9 + 1(carry over) + E. Thus D = E + 1 and E = 0 + E As it is given that E = 4, we can say D = 3.