# Verified [year] NECO Further Mathematics Questions June/July Answers (100%) [Essay & Obj]

NECO Objective & essay Further Maths answers is ready. If you are SSCE candidate, see verified [year] NECO Further Mathematics Questions and Answers, and also how the examination is set. The National Examinations Council is an examination body in Nigeria that conducts the Senior Secondary Certificate Examination and the General Certificate in Education in June/July and November/December respectively.

We wish to inform all candidate for NECO [year] Further Mathematics exam, that the much awaited expo answers are now ready and uploaded here.

It is important to know that all answers uploaded by edureport team in this page has been verified, and certified to be according the NECO marking scheme.

NECO has scheduled the Further Mathematics examinations for Monday, 1st July 2024, starting with Paper III: Objective from 10:00 am to 12:00 noon, followed by Paper II: Essay from 12:00 noon to 2:30 pm.

Also read: NECO Technical drawing Questions and answers

### [year] NECO Further Mathematics Questions June/July Answers

The NECO June/July Further Maths material’s are currently with us. We are at the point of uploading it. If you are writing this subject, keep refreshing this page.

**Further Maths question papers Loading. Keep refreshing this page to see it.**

Solving/Typing……

Answers loading….

=========================================

**NECO Further Maths Essay Answers**

edureport team assures you of nothing less than an A1 in the F/maths examination. All the answers are verified and we made sure the are solved according to the NECO marking scheme.

**Further Mathematics -essay Solving/Typing……**

Answers loading….

**NECO Further Mathematics Objective Answers**

Further Mathematics -Obj Loading…Keep refreshing this page.

**[pyear] Further Mathematics answers**

**Question 1:** $2x_{2}−5x+2=0$

**Solution 1:** To solve the quadratic equation $2x_{2}−5x+2=0$, use the quadratic formula: $x=ab±b−ac $ where $a=2$, $b=−5$, and $c=2$.

Calculate the discriminant: $Δ=(−5_{2}−4⋅2⋅2=25−16=9$

Now, substitute the values into the formula: $x=4± $

Thus, the solutions are: $x=2andx=21 $

**Question 2:** $x+x+x− $

**Solution 2:** To simplify $x+x+x− $, perform polynomial long division or use synthetic division.

Performing polynomial long division: $x+x+x− =3x−4+x+7 $

**Question 3:** $∫_{0}sinxdx$

**Solution 3:** Evaluate the definite integral: $∫_{0}sinxdx=2$

**Question 4:** $_{2}(x−1)+_{2}(x+1)=2$

**Solution 4:** Solve the logarithmic equation: $x=5 $

**Question 5:** Find the equation of the line passing through $(2,3)$ and $(−1,5)$.

**Solution 5:** Calculate the equation of the line: $y=−32 x+313 $

### How to Use NECO Further Mathematics Questions June/July Answers

Our NECO Further Mathematics June/July theory and objective answers accessed for free. We do not collect money from students as other website do. All we want is your success, and make sure you follow all the instruction we gave.

### Tips for Excelling in NECO Further Mathematics Exams

To excel in NECO Further Mathematics exams, practice solving a wide range of problems across topics like calculus, algebra, and statistics to build proficiency and confidence. Additionally, familiarize yourself with exam formats and timing to effectively manage and allocate time during the assessment.

For the latest [year] NECO Further Mathematics Questions June/July Answers, engage with us through the comment box below. We are committed to offering dependable support for your well-informed and effective preparation.