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A pack contains {n}cards numbered from 1 to {n}. Two consecuti

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A pack contains $n$ cards numbered from 1 to $n$ . Two consecutive numbered cards are removed from the pack and the sum of the numbers on the remaining cards is 1224. If the smaller of het numbers on the removed cards is $k,$ then $k - 20 =$ ____________.

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A pack contains

n

cards numbered from 1 to

n

. Two consecutive numbered cards are removed from the pack and the sum of the numbers on the remaining cards is 1224. If the smaller of het numbers on the removed cards is

k,

then

k - 20 =

____________.

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Question Text

A pack contains

n

cards numbered from 1 to

n

. Two consecutive numbered cards are removed from the pack and the sum of the numbers on the remaining cards is 1224. If the smaller of het numbers on the removed cards is

k,

then

k - 20 =

____________.

A pack contains $n$ cards numbered from 1 to $n$ . Two consecutive numbered cards are removed from the pack and the sum of the numbers on the remaining cards is 1224. If the smaller of het numbers on the removed cards is $k,$ then $k - 20 =$ ____________.

Filo tutor solution

Practice questions from similar books

A pack contains ncards numbered from 1 to n. Two consecutive numbered cards are removed from the pack and the sum of the numbers on the remaining cards is 1224. If the smaller of het numbers on the removed cards is k,then k−20=____________.

Filo tutor solution

Practice questions from similar books

A pack contains $n$ cards numbered from 1 to $n$ . Two consecutive numbered cards are removed from the pack and the sum of the numbers on the remaining cards is 1224. If the smaller of het numbers on the removed cards is $k,$ then $k - 20 =$ ____________.