Slope Intercept Form Calculator Slope Intercept Form Calculator Slope Intercept Form is also called as y-intercept form or gradient. Slope Intercept Form is used to calculate the Equation of a straight line when a slope(m) and y - intercept(b) of the line is given. Step by Step Calculations Step 1 : Observe the slope(m) and y-intercept(b) of the line given. Step 2 : Apply the formula: y = mx + b [Slope intercept form] Where, b = y-intercept of the line m = Slope of the line. Example Problems Determine the equation of the line with slope of 2 and y-intercept 4?

Know More About Rational Expressions Calculator

Tutorvista.com

Page No. :- 1/5

Step 1 : Given that: Slope(m) = 2 y-intercept(b) = 4 Step 2 : Substitute the given values in the formula: Equation of the line => y = mx + b Equation of the line => y = (2)x + 4 Answer : y = 2x + 4 Determine the equation of the line with slope of 5 and y-intercept -3? Step 1 : Given that: Slope(m) = 5 y-intercept(b) = -3 Step 2 : Substitute the given values in the formula: Equation of the line => y = mx + b Equation of the line => y = (5)x + (-3) Answer : y = 5x - 3

Learn More Partial Derivative Calculator Tutorvista.com

Page No. :- 2/5

Matrix Multiplication Calculator Matrix Multiplication Calculator Matrix Multiplication Calculator is an online tool to calculate multiplication of two (2 Ă— 2)matrices. It is a tool which makes calculations easy and fun. If two matrices are given then it easily multiply it. Step by Step Calculations Step 1 : Check the order of the given matrices. Step 2 : If A=[a1a3a2a4] and B= [b1b3b2b4] Then multiplication A Ă— B =[a1b1+a2b3a3b1+a4b3a1b2+a2b4a3b2+a4b4] Step 3 : We multiply 1st row from matrix 1 to 1st column of matrix 2 = |(a1b1 + a2b3)| Then 1st row of matrix 1 to second column of matrix 2 = |(a1b2 + a2b4)| The 2nd row of matrix 1 to first column of matrix 2 = |(a3b1 + a4b3)| The 2nd row of matrix 1 to 2nd column of matrix 2; = |(a3b2 + a4b4)|

Tutorvista.com

Page No. :- 3/5

Step 4 : A × B = [a1b1+a2b3a3b1+a4b3a1b2+a2b4a3b2+a4b4] Example Problems Multiply A = [1236] and B = [4754] Step 1 : Order of the given matrices is (2 × 2). Step 2 : A × B = [1236] × [4754] Step 3 : A × B = [(1)(4)+(3)(7)(2)(4)+(6)(7)(1)(5)+(3)(4)(2)(5)+(6)(4)] Step 4 : A × B = [25501734] Answer : A × B = [25501734] Multiply A = [2347] and B = [5865] Step 1 : Order of the given matrices is (2 × 2). Step 2 : A × B = [2347] × [5865] Step 3 : A × B = [(2)(5)+(4)(8)(3)(5)+(7)(8)(2)(6)+(4)(5)(3)(6)+(7)(5)] Step 4 : A × B = [42713253] Answer : A × B = [42713253] Read More About Absolute Value Calculator Tutorvista.com

Page No. :- 4/5

ThankÂ You

TutorVista.com