In ∆MNO, MN = 6 units, MO = 4 units and NO = 12 units. ...
In ∆MNO, MN = 6 units, MO = 4 units and NO = 12 units. If the bisector of and M meets NO at P, calculate NP.
4.8 units
7.2 units
8.0 units
18.0 units
Correct answer is B
bisector theorem:
|MN||MO| = |PO||NP|
taking the bisected angle:x and y = |ON|=12
: x+y= 12
x = 12 - y
|PO| = 12 - y
64= 12−yy
6y = 4 (12-y)
6y = 48 - 4y
= 4.8
Recall that x+y= 12
12 - 4.8 =7.2
Bello buys an old bicycle for ₦9,200.00 and spends ₦1,500.00 on its repairs. If he sells the bic...
Find the value of x for which 2(32x-1) = 162...
The length of a piece of stick is 1.75 m. A boy measured it as 1.80 m. Find the percentage erro...
Find the range of values of x which satisfy the inequalities 4x - 7 ≤ 3x and 3x - 4 ≤ ...
Evaluate 35240.05 correct to 3 significant figures...