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Algebra
Pregunta

7. The table shows the values of \( 4 ^ { x } \) a...

7. The table shows the values of \( 4 ^ { x } \) and \( 100 x ^ { 2 } \) for some values of \( x \) . 

a. The values of the of the quadratic expression grows by different factors each time \( x \) goes up by \( 1 \) . When \( x \) increases from \( 1 \) to \( 2,100 x ^ { 2 } \) grows by a factor of from \( 2 \) to \( 3,100 x ^ { 2 } \) grows by a factor of When goes about the previous time. In contrast, the value of \( 4 ^ { x } \) grows by a factor of a factor of by \( 1 \) , so eventually, it will catch up to the value of the quadratic expression. 

Answer

a) 4\(^x\) , 100x\(^2\)

Solución
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