Please create a bell curve using the excel function based on the information from the T Test Two Sample Assuming Equal variances

Debt in 2018 (dollars)	Debt in 2013 (dollars)
3,287	3,840		Test the Hypotheses Below
4,031	2,575
5,028	4,720		Null Hypothesis: Mean Student Debt in 2018 is equal to Mean Student Debt in 2013
4,939	3,178		Alternative Hypothesis: Mean Student Debt in 2018 is not equal to Mean Student Debt in 2013
4,555	4,972
2,792	2,827		Alpha Level = 0.05
2,658	4,964
2,756	3,033
3,422	3,843		Question 1
4,431	4,972
4,034	3,974		F-Test Two-Sample for Variances
4,310	3,134			Debt in 2018 (dollars)	Debt in 2013 (dollars)
4,782	3,120		Mean	3914.28	3773.54
3,363	3,793		Variance	597942.8996	582060.0902
2,858	3,909		Observations	50	50
3,665	3,468		df	49	49
4,453	2,536		F	1.027287233
4,778	3,795		P(F<=f) one-tail	0.462656015
3,492	4,662		F Critical one-tail	1.607289463
3,380	2,833
4,996	4,097
2,684	3,188		Question 2
3,067	2,695
4,236	3,691
4,513	3,499			2018	2013
4,050	2,914		Mean	3914.28	3773.54
3,955	4,102		Variance	597942.8996	582060.0902
2,909	3,934		Observations	50	50
3,592	4,058		Pooled Variance	590001.4949
2,984	2,659		Hypothesized Mean Difference	0
4,063	4,844		df	98
2,690	3,156		t Stat	0.916138206
4,735	3,332		P(T<=t) one-tail	0.180921662
4,398	4,793		t Critical one-tail	1.660551217
2,782	3,831		P(T<=t) two-tail	0.361843325
4,256	3,613		t Critical two-tail	1.984467455
4,631	4,882
4,550	3,592
3,561	4,144
4,261	4,138
4,771	4,956
3,780	2,730
4,988	3,828
2,798	2,888
3,039	4,803
4,445	4,612
4,988	3,798
3,927	4,269
3,958	2,646
5,093	4,837