Question 172985
I'll do the first few to get you started



Let's find the value of "h" when {{{t=0}}}



{{{h=16t^2+80t+4}}} Start with the given equation.



{{{h=16(0)^2+80(0)+4}}} Plug in {{{t=0}}}.



{{{h=16(0)+80(0)+4}}} Square {{{0}}} to get {{{0}}}.



{{{h=0+80(0)+4}}} Multiply {{{16}}} and {{{0}}} to get {{{0}}}.



{{{h=0+0+4}}} Multiply {{{80}}} and {{{0}}} to get {{{0}}}.



{{{h=4}}} Combine like terms.



So when {{{t=0}}}, then {{{h=4}}} 



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Let's find the value of "h" when {{{t=1}}}



{{{h=16t^2+80t+4}}} Start with the given equation.



{{{h=16(1)^2+80(1)+4}}} Plug in {{{t=1}}}.



{{{h=16(1)+80(1)+4}}} Square {{{1}}} to get {{{1}}}.



{{{h=16+80(1)+4}}} Multiply {{{16}}} and {{{1}}} to get {{{16}}}.



{{{h=16+80+4}}} Multiply {{{80}}} and {{{1}}} to get {{{80}}}.



{{{h=100}}} Combine like terms.



So when {{{t=1}}}, then {{{h=100}}} 


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Let's find the value of "h" when {{{t=2}}}



{{{h=16t^2+80t+4}}} Start with the given equation.



{{{h=16(2)^2+80(2)+4}}} Plug in {{{t=2}}}.



{{{h=16(4)+80(2)+4}}} Square {{{2}}} to get {{{4}}}.



{{{h=64+80(2)+4}}} Multiply {{{16}}} and {{{4}}} to get {{{64}}}.



{{{h=64+160+4}}} Multiply {{{80}}} and {{{2}}} to get {{{160}}}.



{{{h=228}}} Combine like terms.



So when {{{t=2}}}, then {{{h=228}}} 


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So we have the following so far:


<pre>

t   0    1    2    3    4    5
h   4   100  228


</pre>


I'll let you do the rest.