Solve

Guides

You visited us 0 times! Enjoying our articles? Unlock Full Access!

Question

ADLO PODRigt (2) In A ABC, seg MN | side AC. Seg MN divides AABC into two parts equal in area. Determine [HOTSI MB

Open in App

Solution

Verified by Toppr

Was this answer helpful?

Similar Questions

△ A B C

, seg

M N ∥

side

A C

. Seg

M N

divides

△ A B C

into two parts equal in area. Determine

\frac{A M}{M B}

View Solution

In △ ABC, PQ is a line segment intersecting AB at P and AC at Q such that seg PQ ∥ seg BC . If PQ divides △ ABC into two equal parts means equal in area . Find \frac{BP}{AB} .

View Solution

△ A B C

P Q

is a line segment intersecting

A B

P

and

A C

Q

such that

s e g P Q ∥ s e g B C

. If

P Q

divides

△ A B C

into two equal parts means equal in area, find

\frac{B P}{A B}

View Solution

Δ A B C, A - P - B

and

A - Q - C

such that

s e g P Q ∥ s i d e B C

and

s e g P Q

divides

Δ A B C

in two parts whose areas are equal. Find the value of

\frac{B P}{A B}

View Solution

△ A B C

s e g M N ∥ s e g B C

, if

B M = 6

A N = 5

A M = 2

, then find

N C

View Solution