Question

find the highest power of 105! such that remainder obtained is zero​

Answer 1

Answer:

1

Step-by-step explanation:

105/2

2/1

if correct thank you

Answer 2

Answer:

The division process in mathematics is the polar opposite of the multiplication process.

Step-by-step explanation:

The division process in mathematics is the polar opposite of the multiplication process. Dividend and divisor are the two essential components we require to solve division issues. The number we wish to divide is referred to as the dividend, and the number we use to divide is referred to as the divisor. The outcome is known as the quotient. The remnant is the number that remains after division. For instance, on 11/2

Here, the dividend is 11, while the divisor is 2.

When we divide, we get a quotient of 5, leaving a leftover of 1.

Given:

Dividend = 101*102*103*104*105*106*107.

Divisor = 5040.

To Find:

The remainder.

Solution:

= 101*102*103*104*105*106*107 / 5040.

101*102*103*104*105*106*107 = 1.31422902E14.

So,

= 1.31422902E14 / 5040.

= 26,075,972,546.

Since the quotient is 26,075,972,546, a whole number.

Therefore, the remainder is 0.

Hence, the remainder of the given question is 0.

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