May someone please help me with this, I do not understand please this is due within one hour.

birections: 0 Highlight each statement as sometimes, always, or never true. 0 Draw or write a justification for your choice that mah includes examples and/0r counter-examples. 'l. \"A sequence that increases exponentially eventually exceeds a sequence that increases linearly." 2. Arithmetic sequences grow by equal amounts over equal intervals." 3. Geometric sequences grow by equal multiples over equal intervals." 4. For the same inputs, it is possible for all of the outputs of a linear function to be smaller than the outputs of an exponential function. Always true Sometimes true Never true Always true Sometimes true Never true Always true Sometimes true Never true Always true Sometimes true Never true Justification: Justification: Justification: Justification: Reflection: How do arithmetic sequences grow differently than geometric sequences