Sentences with BIQUADRATIC-EQUATION
Check out our example sentences below to help you understand the context.Sentences
1
"The biquadratic equation can be solved using the quadratic equation formula."
2
"She struggled to understand the concept of a biquadratic equation."
3
"The teacher explained how to simplify a biquadratic equation."
4
"He solved the biquadratic equation correctly and received full marks."
5
"The biquadratic equation had two real solutions."
6
"They spent hours working on biquadratic equations for their math homework."
7
"The biquadratic equation had complex solutions."
8
"She found it challenging to solve biquadratic equations without a calculator."
9
"The biquadratic equation had a squared variable raised to the power of four."
10
"He used the method of factoring to simplify the biquadratic equation."
11
"The biquadratic equation required using the properties of exponents."
12
"She learned how to graph biquadratic equations on the coordinate plane."
13
"The biquadratic equation involved finding the roots of a polynomial."
14
"He struggled to remember the steps for solving a biquadratic equation."
15
"Their math teacher assigned them a set of biquadratic equations to solve."
16
"The biquadratic equation couldn't be factored easily."
17
"She used the quadratic formula to solve the biquadratic equation."
18
"The biquadratic equation had multiple terms with squared variables."
19
"He was confident in his ability to solve any biquadratic equation."
20
"The biquadratic equation had both real and complex solutions."
1
"The biquadratic equation can be solved by factoring or by using the quadratic formula."
2
"To find the solutions of a biquadratic equation, one can take the square root of both sides."
3
"The general form of a biquadratic equation is ax^4 + bx^2 + c = 0."
4
"Students often struggle with solving biquadratic equations because they require multiple steps."
5
"In mathematics, biquadratic equations are also known as quartic equations."
6
"The discriminant can be used to determine the nature of the solutions of a biquadratic equation."
7
"The biquadratic equation arises in various real-life situations, such as calculating the trajectory of projectiles."
8
"Some high-level mathematics courses focus on advanced topics like biquadratic equations."
9
"A biquadratic equation can have zero, two, or four real solutions."
10
"When graphed, a biquadratic equation often produces a curve with multiple bends and inflection points."
