$The minimum decimal equivalent of the number (1 A C)_{x} is equal to_____$
311

Open in App

Solution

The correct option is A 311
$According to the given number, the least value of 'x' can be^{'} 12 + 1^{'} = 13 Therefore, the least decimal equivalent = (13)^{2} + 10 \times 13 + 12 = 311$

Suggest Corrections

Similar questions

Q. ABCD in which a b is equals to 6 centimetre BC is equals to 5 cm angle A is equals to 55 degree angle b is equals to 110 degree and Angle B is equals to 90 degree solver with the diagram

Find answers to the following. Write and indicate how you solved them.
(i) Is $\frac{5}{9}$ equal to $\frac{4}{5}$ ?
(ii) Is $\frac{9}{16}$ equal to $\frac{5}{9}$ ?
(iii) Is $\frac{4}{5}$ equal to $\frac{16}{20}$ ?
(iv) Is $\frac{1}{15}$ equal to $\frac{4}{30}$ ?

Q. Is it possible to construct a quadrilateral ABCD in which a b is equals to 5 centimetre BC is equals to 7.5 CM angle A is equals to 80 degree angle b is equals to 140 degree and Angle C is equals to 145 degree .if not give reason why

Q. If l is equal to 2.331 cm and b equal to 2.1 cm then l+ b equal to

Q. The determinant

A = |\begin{matrix} \sqrt{23} + \sqrt{3} & \sqrt{5} & \sqrt{5} \\ \sqrt{15} + \sqrt{46} & 5 & \sqrt{10} \\ 3 + \sqrt{115} & \sqrt{15} & 5 \end{matrix}|

is equal to is equal to ____________.

Join BYJU'S Learning Program

The minimum decimal equivalent of the number (1 A C)x is equal to_____311

The correct option is A 311According to the given number, the least value of 'x' can be′12+1′=13Therefore, the least decimal equivalent=(13)2+10×13+12=311

$The minimum decimal equivalent of the number (1 A C)_{x} is equal to_____$
311

The correct option is A 311
$According to the given number, the least value of 'x' can be^{'} 12 + 1^{'} = 13 Therefore, the least decimal equivalent = (13)^{2} + 10 \times 13 + 12 = 311$