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Algebra
Pregunta

(1 point) Consider the function \( f ( x ) = 6.5 x...

(1 point) Consider the function \( f ( x ) = 6.5 x - \cos ( x ) + 3 \) on the interval 

\( 0 \leq x \leq 1 \) . The Intermediate Value Theorem guarantees that there is a value \( c \) such that 

\( f ( c ) = k \) for which values of \( c \) and \( k \) ? Fill in the following mathematical statements, giving an interval with non-zero length in each case. 

For every \( k \) in 

\( \leq k \leq \) 

there is a \( c \) in 

\( \leq c \leq \) 

such that \( f ( c ) = k\) 

Answer

k:[2, 9.5-cos1] c:[0,1]

Solución
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