Answer:
x+26=290
x=290-26
x=264
264÷6=44
Step-by-step explanation:
Let be , where . If both and are differentiable, then both are also continuous for all x. The derivative for the product of functions is obtained:
Given that , and , the derivative of evaluated in is:
y-5=3x-6
standard form y=3x-1
i am sorry about first
m=4, b=1