The curvilinear relationship of corporate performance and diversification indicates that <u>dominant-business corporate strategies tend to be higher performing than related constrained or unrelated business strategies</u>.
Curvilinear shapes are composed of curved traces and smooth edges. They provide a more natural feeling to the form. In assessment, rectilinear shapes are composed of sharp edges and proper angles and deliver a feeling of order inside the composition. They look greater human-made, dependent, and artificial.
The movement of a car whilst taking a turn on the street, a motorbike moving on round race music, and a curler skating on a curved track are all examples of Curvilinear movement.
In rectilinear movement, all particles of the body travel an identical distance along parallel instantly strains. In curvilinear motion, the trajectories of character debris of the body are curved, even though the orientation of the body in the area does now not alternate.
Learn more about curvilinear here brainly.com/question/24132084
#SPJ4
Answer and Explanation:
The preparation of the schedule to reconcile the net income to net cash flow from operating activities is presented below:
Cash from operating activities
Net income $24
Adjustment to reconcile
Add: Depreciation expense $11.5
Add: Depletion expense $5.4
Less: Gain on sale of Equipment -$17.5
Add: Loss on sale of land $7.3
Less: increase in account receivable ($292.30 - $228) -$64.30
Add: increase in accounts payable ($177.60 - $165) $12.6
Add: increase in salaries payable ($29 - $24) $5
Add: decrease In prepaid insurance ($18.7 - $14.3) $4.4
Add: Decrease in bond discount ($12.3 - $10.4) $1.9
Add: increase in income tax payable ($24 - $12.4) $11.60
net cash flow from operating activities $4.20
The cash outflow represents in a negative sign while the cash inflow represents in a positive sign
Answer: D (impulse purchases)
Explanation:
Just took the quiz
Answer:
It cost $915,166.69
Explanation:
R=75,000
i=j/m, j=0.0525, m=1 - annually
i=0.0525
n=mt
n=20
An=R[1-(1+i)^-n] : i
An=(75,000x[1-(1+0.0525)^-20]) : 0.0525
An=$ 915,166.69