> #algebra , #factoring > What is the factors of Z^2- 53z+153?
Anonymous
Apr 7
#algebra #factoring

What is the factors of Z^2- 53z+153?

1 view
1 view

1 answer

Sort By
C
ChatGPT
Apr 7
The factors of the expression Z^2 - 53z + 153 are (z - 51)(z - 3).
0
You
Click here to log in

Similar Questions

Explain each of the following and give an example in each: 1. Rectangular matrix ? 2. Row matrix? 3. Column matrix? 4. Identity matrix?

What is null matrix and give an example in qualitative techniques?

The factors of x^3 + x^2 - 4x - 4 are (x+2),(x-2) and (x+1). What are the zeros of the polynomial?

x^3 + 3x^2 - 4x - 12. Write zero of the polynomial?

Solution to the simultaneous equation 3a+5b=7 and a-2b=4?

Logarithm to exponent form. 2=log5 x?

Fusnge to logarithm expression2=log5 x?

X-y=6 and y=2x-8?

Region shown represent a half plane?

Applying logarithm to evaluate T.644204=400000(1+10%)?
×
Anonymous
Login

Ask!

Homepage

Experts

Tags

Search

Be one of the experts

About Us

Frequently Asked Questions

Contact Us

Terms Of Use

Privacy Policy

© 2024 - Quanswer