Given the following information for a one$-$year project, answer the following questions.

Assume you have actual and earned value data at the end of the sixth month.

Planned Value $($PV$)=$ $$706,000$

Earned Value $($EV$)=$ $$700,000$

Actual Cost $($AC$)=$ $$750,000$

Budget at Completion $($BAC$)=$ $$1,000,000$

Questions: $($I will review the answers regardless of the automatic determination from CANVAS.$)$ When answering, don't use the $ sign or commas, just the raw number rounded to the nearest whole number Use the minus sign before negative numbers and record the indices as percentages to the hundredths place. $($e$.$g$.3000,-43000,22\mathrm{.}55,123\mathrm{.}45).$

a$)$ What is the cost variance for the project?

$-50000$

b$)$ What is the schedule variance for the project?

$-6000$

c$)$ What is the cost performance index for the project?

$0\mathrm{.}9333$

d$)$ What is the schedule performance index for the project?

$0\mathrm{.}9916$

e$)$ What is your interpretation of the budget performance?

OVB

$($choices are: OVB: over budget; UNB: under budget; ONB: on budget$)$

f$)$ What is your interpretation of the schedule performance?

BS

$($choices are: AS: ahead of schedule; BS: behind schedule; OS: on schedule$)$

g$)$ What is the estimate at completion for the project?

$1071429$

h$)$ What is the estimated time to complete the project?

$6$

$($in whole months$)$

i$)$ If the only two measures for the project's success were the schedule and the budget, in your estimation is this a successful project at this point?