How do you write an equation that compresses vertically by 1/4, shifts up 5 units, and shifts right 7 units

Answer 1

You don’t specify the type of equation so I will use a quadratic and square root function as examples

The standard for of a quadratic is y=x^2

The compression multiplies the arguement , right/left shifts add or subtract and up/down shift up or down

so in the example given it would be 1/4(x-7)^2 +5

for a square root function it would be y=1/4(sqroot-7) + 5

for an absolute value equation it would be y=1/4 |(x-7)| +5