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Найдите значение выражения 5sin^2 альфа -1 если cos^2 альфа =0, 3

Алгебра

Ответы

Маргарита794
Cos^2a = 1 - sin^2a 1-sin^2a = 0,3 sin^2a = 0,7 подставляем в выражение: 5*0,7 - 1 = 2,5 ответ: 2,5
abakas235

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sarycheva659

Упростим выражение  25a^3 - (1 + 5a)(5a^2 - a) и найдем его значение при заданном значении переменной а = - 11,4.

Для открытия скобок будем использовать правило открытия скобок перед которыми стоит знак минус и правило умножения скобки на скобку.

25a^3 - (1 + 5a)(5a^2 - a) = 25a^3 - (1 * 5a^2 - 1 * a + 5a * 5a^2 + 5a * (- a)) = 25a^3 - 5a^2 + a - 25a^3 + 5a^2;

Сгруппируем и приведем подобные слагаемые.

25a^3 - 5a^2 + a - 25a^3 + 5a^2 = 25a^3 - 25a^3 - 5a^2 + 5a^2 + a = a.

При а = - 11,4.

а = - 11,4.

ответ: а = - 11,4.

Объяснение:

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Найдите значение выражения 5sin^2 альфа -1 если cos^2 альфа =0, 3
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