Find the value of k such that \(t^2\) + kt + \(\frac{25}{4}\) is a perfect square

a

5

b

3

c

\(\frac{5}{2}\)

d

\(\frac{5}{4}\)

e

\(\frac{1}{5}\)

Download Offline App Ask a Question

Explanation

Correct Option
a

Video Explanation

No video available

Post your Contribution

Share:

Discussions (7)

Rebelx12
5 years ago

to find the perfect square-
b^2 =4ac
4^2=4*100
=400/16
=25
sqrt 25
=5

Afakriya
4 months ago

From your general formula
x=-(b)+-√b^2-4ac/a
then use
b^2-4ac
which
b^2=4ac
and you are given a=4 b=k
c=25/4
so
k^2=4×1×25/4
4 cancel 4
k^2=25
k=√25
so
k=5

DeborahDebby01
7 months ago

it not clear

Afakriya
4 months ago

From your general formula
x=-(b)+-√b^2-4ac/a
then use
b^2-4ac
which
b^2=4ac
and you are given a=4 b=k c=25/4

Oizebeta
1 year ago

Why is there no explanation

Promiseanamz
5 years ago

The answer of this question it ⁵/²

Quick Questions

Ask a Question
CO

ceoofwahala

20th June, 2026

Chemistry


2 comments

ASSAAS

20th June, 2026

English Language


5 comments

infinitehoaxx

21st May, 2026

Computer


4 comments